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This free app is able to calculate the square root of a number. Integer numbers, decimal numbers and fractions are supported.
Very useful math calculator for school and college! If you are a student, it will help you to learn arithmetic and algebraSquare root step by step is an application that helps you solve the square root of an integer, and also of a number with decimal point. It shows you the steps in an image to be made to resolve the math operationRoots are now made easy to calculate. This app provides to calculate nth root of a number step by step. NOTE: 1.The value in the root field must be greater than 1. 2.Only square root of negative numbers is supported in iota form.
Its a usefull app for the students to be used in classrooms. check there solution and go through the course quickly
This free math app is a statistical calculator with various functions:
- Statistics: You are able to calculate the mean, median, variance, maximum and minimum for a set of numbers.
- Statistical Distributions: You are able to calculate the values of different Statistical Distributions. The following distributions are available: Binomial Distribution, Normal Distribution, Students t-Distribution, F-Distribution, Exponential Distribution, Poisson Distribution, Chi Squared Distribution
- Frequency Table: You are able to create a frequency table for a list of numbers. Just enter the numbers, separated by comma.
Google |
... More Practice Your Skills with Answers as part of the Teaching Resources package for the book, the right to reproduce material for use in his or her own ... DiscoveringAdvancedAlgebra More Practice Your Skills CHAPTER 7 47
High School Math Textbook Adoption: Questions & Answers The Bellevue School District has begun the process to adopt a new high school mathematics textbook. ... 1/Geometry/Algebra 2 and Key Curriculum Press DiscoveringAlgebra/Geometry/AdvancedAlgebra. Spring, ...
DiscoveringAdvancedAlgebra Textbook 2nd Edition ... graph paper composition book unless instructed otherwise. I expect you to show all your work when appropriate. Homework should be completed and answers checked online prior to class. Late homework is accepted for half credit up
Text book: "DiscoveringAdvancedAlgebra" ($90.00 replacement fee of failure to return at the end of course) ... Homework that is just a list of answers worth one point. 3. Must be turn in on time, LATE ASSIGNMENTS WILL NOT BE ACCEPTED.
Discovering Math Concepts in Business Mathematics Economics and Finance ... • Why was the Treviso Arithmetic an important book? ... understands and applies basic and advanced properties of functions and algebra; understands the general nature and uses of mathematics
DiscoveringAdvancedAlgebra Solutions Manual CHAPTER 6 113 ... number of math books sold at the main book-store this week and last week, respectively. The difference between a 11 83 and b ... Answers will vary. LESSON 6.2 EXERCISES
... Critical Friends, DiscoveringAlgebra, and Pre-Advanced Placement. Scott has a Masters of Science in Teaching from Oregon State University. ... Algebra and Geometry: ... You can find selected answers in the back of this book so you can check your progress.
... Critical Friends, DiscoveringAlgebra, and Pre-Advanced Placement. Scott has a Masters of Science in Teaching from Oregon State University. ... 8.1 Algebra: Analyze and ... You can find selected answers in the back of this book so you can check your progress.
but you may find them at used book stores or web sites, or on eBay. Many of these books are little more than ... ranging from algebra to advanced calculus. ... so students can record their answers as they work. Extensions and extra practices are included at the end of many exercises, ...
This book is the direct result of the author having tutored algebra students and discovering just what they missed along the way. Whether you're a struggling algebra student, an educator or a parent, you should find the answers to your algebra difficulties ... this book before I started algebra.
DiscoveringAdvancedAlgebra. Key Curriculum Press. Murdock, Jerald; Kamischke, ... ... our answers to the same problem to the same number of decimal places, ...
Referring back to the book, you would want to identify three: (1) the Industrial Revolution; ... ANSWERS TO MATCH THESE SOCIAL SCIENTISTS WITH THEIR CONTRIBUTIONS 1. d Gerhard Lenski: status inconsistency 2. i C. Wright Mills: power elite
Left to Tell: Discovering God Amidst the Rwandan Holocaust Immaculee Ilibagiza ... For each book on the list, note characters, plot, ... All students entering Advanced Pre Algebra are to purchase the workbook: ...
After discovering a shared love of art, two sixth grade students are ... Advanced Preparation by Teacher: 1. ... Using their notes and book, Algebra 2 students will graph a parabola (type of conic section) with an
ALGEBRA Y TRIGONOMETRIA ... Asking "What makes the math sciences so central?" he answers by quoting Galileo: "The great book of nature can be read only by those ... interaction of the ocean, wind, and boat. They then applied advanced numerical algorithms to solve these equations on high ...
courses like college algebra, discrete mathematics, probability and statistics, ... majority of my time discovering what other researchers have determined on the topic of using ... book. These answers were so obscure that it was not even likely they were from more advanced
This course aims to improve advanced reading and discussion skills. ... answers questions, directs questions to other students, reads aloud, and perfects conversation skills. In writing, the student does exercises ... students read at least one book of their
Advanced Extension Award (AEA) in Mathematics or the Sixth Term Examination Paper (STEP) ... which mathematics can provide clear cut answers to nature, the universe and life. ... linear algebra and mathematics for engineering.
in discovering useful applications for brain theory and research ... Jensen answers these questions--and more--in this book. To ... testing hypotheses; and questions, cues and advanced organizers. Teachers can use these strategies to guide classroom
algebra. The bar modeling tool has taught them not only to ... Open a Singapore Math book to any page, and you may ask yourself, "How can a child not learn this?" Each concept is ... Discovering all the different
... Algebraic Analysis using the traditional algebra and variable manipulation and verbal or ... Rubrics are reviewed so students see the need for complete answers 2. ... to be that of discovering fundamental calculus concepts. |
More than a hundred scientific societies, universities, research institutes, and organizations all over the world have banded...
see more
More than a hundred scientific societies, universities, research institutes, and organizations all over the world have banded together to dedicate 2013 as a special year for the Mathematics of Planet Earth.Our planet is the setting for dynamic processes of all sorts, including the geophysical processes in the mantle, the continents, and the oceans, the atmospheric processes that determine our weather and climates, the biological processes involving living species and their interactions, and the human processes of finance, agriculture, water, transportation, and energy. The challenges facing our planet and our civilization are multidisciplinary and multifaceted, and the mathematical sciences play a central role in the scientific effort to understand and to deal with these challenges.
We have deveoped and provide access to an extensive, interactive self-review library covering 26 lecture modules in general...
see more
We have deveoped and provide access to an extensive, interactive self-review library covering 26 lecture modules in general astronomy to give students instruction tailored to their rate of learning and mathematical abilities, with personal feedback, as they integrate new knowledge into their existing view of the universe. Students typically complete 1,600 problems over a semester, drawing from an archive of over 12,000 questions presenting both conceptual and mathematically-focused challenges.A companion instructor analysis tool for reviewing student work archives copies of each exercise completed by every student, including the details of incorrect answers, and reveals trends with topic and time for individuals and groups. Instructors are able to monitor individual and group progress, tracking every facet of student action and the global response to individual topics of study.Individual accounts are available by request to both students and to intructors and their classes of students. |
As middle school math teachers shift to the Common Core State Standards, the question remains: What do the standards actually look like in the classroom? This book answers that question by taking you inside of real, Common Core classrooms across the country. You?ll see how exemplary teachers are meeting the new requirements and engaging students in"Combinatorics and Reasoning: Representing, Justifying and Building Isomorphisms" is based on the accomplishments of a cohort group of learners from first grade through high school and beyond, concentrating on their work on a set of combinatorics tasks. By studying these students, the editors gain insight into the foundations of proof building,... more... |
what is the different between TI-86 and TI-84 plus silver
i m taking plane trigonometry, and in the classes schedule book, it says that the TI-85/86 will be used, but i have a question that could i use the TI-84 plus silver for my class and what is the different between TI-86 and TI-84 plus silver ?
Replies to: what is the different between TI-86 and TI-84 plus silver
The TI-82 was the lesser of the two. It evolved into the TI-83, TI-83 Plus, and more recently the TI-84 series (plus, silver, etc).
The TI-85 was a more advanced calculator with more advanced functions. It was eventually replaced by the TI-86.
These have always been two seperate calculators. The TI-84 is essentially a TI-83 Plus in a new case with more RAM and a few new features. The TI-86 is a higher powered machine that will always do more than a TI-84 no matter how plus or silver you can get it.
So the answer to your question is...no. You want a TI-86 (or a used TI-85).
Plane trig sounds to me like it will need more than a TI-84 will provide, but don't take my word for that (I've never taken plane trig and probably never will).
maybe you should go ask your professor about that...
I personally think an TI-84 Silver works completely fine... I've taken AP Calculus with an TI-84 and it didn't slow me donw or anything.
but again, maybe the professor knows better or just look for an upper class student who have taken the same class you are currently taking...
Don't forget that textbooks sometimes are set up to one particular calculator. I used a TI-89 for stats and had to translate everything into terms for it since the book (Triola's text) was set up for a TI-83. (That text is one of my personal favorites, by the way). |
MTH317 Mathematical Modeling
Course Description
An introductory to mathematical modeling, utilizing a variety of diverse applications from physical, biological, business, social, and computer sciences. Discuss the limitations, as well as the capabilities, of mathematics as applied to understanding of our world. Teaches problem identification, models of solutions and model implementation. Graphing calculator is required.
Learning Outcomes
Carefully define problems and detail the parameters.
Identify variables and design suitable experiments to secure data.
Learn to apply mathematical skills and tools to find structure in the data. |
Algebra and Trigonometry - With 2 CDs - 4th edition
Summary: Bob Blitzers unique background in mathematics and behavioral sciences, along with his commitment to teaching, inspired him to develop a precalculus series that gets students engaged and keeps them engaged. Presenting the full scope of the mathematics is just the first step. Blitzer draws students in with vivid applications that use math to solve real-life problems. These applications help answer the question When will I ever use this? Students stay engaged because the book helps them...show more remain focused as they study. The three-step learning systemSee It, Hear It, Try Itmakes examples easy to follow, while frequent annotations offer the support and guidance of an instructors voice. Every page is interesting and relevant, ensuring that students will actually use their textbook to achieve success!20.0024.95 +$3.99 s/h
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Hardcover Fine 0321559851 Like New copy, without any marks or highlights. Might have minor shelf wear on covers. This is Student US Edition. Sealed CD included. Same day shipping with free tracking...show more number. A+ Customer Service! ...show less
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Hardcover Fine 0321559851 Not much wrong with this one. Owner name on page tips |
Vector Calculus - 5th edition
Summary: Now in its fifth edition, Vector Calculus helps students gain an intuitive and solid understanding of this important subject. The book's careful account is a contemporary balance between theory, application, and historical development, providing it's readers with an insight into how mathematics progresses and is in turn influenced by the natural |
See Related Classroom Video Visit: Comparing Linear Functions
Cecilio Dimas leads students through a lesson asking students to analyze various movie rental pricing options and methods for conducting cost analysis. The multimedia documentation of Dimas's teaching includes a pre-teaching planning conversation between Dimas, Sally Keyes, math coach, and Kamaljit Sangha, another math teacher at Ida Price Middle School. The documentation also includes a follow-up faculty debrief with observing teachers and an interview with participating students.
VIDEO >>
Course 1 (Algebra)
Core Ideas
Employ forms of mathematical reasoning and proof appropriate to the solution of the problem, including deductive and inductive reasoning, making and testing conjectures, and using counterexamples and indirect proof.
Show mathematical reasoning in a variety of ways, including words, numbers, symbols, pictures, charts, graphs, tables, diagrams, and models.
Explain the logic inherent in a solution process.
Use induction to make conjectures and use deductive reasoning to prove conclusions.
Draw reasonable conclusions about a situation being modeled.
Course 2 (Geometry)
Core Ideas
Employ forms of mathematical reasoning and proof appropriate to the solution of the problem at hand, including deductive and inductive reasoning, making and testing conjectures and using counter examples and indirect proof.
Show mathematical reasoning in solutions in a variety of ways, including words, numbers, symbols, pictures, charts, graphs tables, diagrams, and models.
Explain the logic inherent in a solution process.
Identify, formulate, and confirm conjectures.
Use synthetic, coordinate, and /or transformational geometry in direct or indirect proof of geometric relationships.
Establish the validity of geometric conjectures using deduction; prove theorems, and critique arguments made by others. |
Key Curriculum Releases IMP Year 4, 2nd Edition
IMP is four-year core mathematics curriculum and is aligned with Common Core State Standards. Adoption of the IMP curriculum includes implementation strategies, supplemental materials, blackline masters, calculator guides, and assessment tools.
Year 4 covers topics such as statistical sampling, computer graphics and animation, an introduction to accumulation and integrals, and an introduction to sophisticated algebra, including transformations and composition.
The second edition of Year 4 includes a new student textbook, 2 new unit books, and three updated unit books |
MATH 1110: Algebra II
This is designed to sharpen algebraic skills and concepts in a function-based setting. Topics include linear functions, quadratic functions, composing and decomposing functions, inverse functions, logarithmic and exponential functions. The course emphasizes both the manipulation of symbols and an understanding of when manipulations are effective and appropriate. Note that this course serves as a prerequisite course and does not satisfy the proficiency 3 general education requirement. |
Therefore, by the end of the level of pre algebra, students are able to be adept at manipulating numbers and equations and understand the general principles at work. Students make numbers sense and use factoring of numerators and denominators and properties of exponents. Factoring a numbers is ... |
Northridge AlgebraElementary math is the building blocks for all math so I like to use flash cards and study sheets that help students have fun learning. I was a straight A student myself in math in grades k-12. I have been playing for 11 years and my peers come to me for advice on a deeper understanding of hand analysis, strategy, and odds.
...Algebra is the foundation for all higher level mathematics courses. It is the study of a set of rules on how to manipulate mathematical expressions and solve them efficiently. A list of the most common topics in introductory Algebra includes: Functions and Patterns, Linear Equations, Linear Ine... |
How to Solve Word Problems in Mathematics: Proven Techniques from an Expert (How to Solve Word Problems Series)
Book Description: Word problems?? No problem!! Be prepared when you get to the word-problem section of your test! With this easy-to-use pocket guide, solving word problems in mathematics becomes almost fun. This anxiety-quelling guide helps you get ready for those daunting word problems, one step at a time. With fully explained examples, it shows you how easy it can be to translate word problems into solvable math problems - and get the answers right! You get complete directions for solving problems commonly found in elementary, high-school, and college text books. There's no word problem too tough for "How To Solve Word Problems in Mathematics"!Sanity-saving features include: step-by-step approach to word problems; complete explanations of every step; fully explained answers; dozens of sample problems; problems of every type; and, skill-checking practice drill. If you don't have a lot of time but want to excel in class, this book helps you: brush up before tests; solve problems quickly; understand the material; and, master word problems without spending hours with lengthy textbooks. This is the book that solves word-problem problems |
Fourier Series and Orthogonal Functions [NOOK Book] ...
More About
This Book differential equations will find the text both accessible and challenging.
The first three chapters of the book address linear spaces, orthogonal functions, and the Fourier series. Chapter 4 introduces Legendre polynomials and Bessel functions, and Chapter 5 takes up heat and temperature. The concluding Chapter 6 explores waves and vibrations and harmonic analysis. Several topics not usually found in undergraduate texts are included, among them summability theory, generalized functions, and spherical harmonics.
Throughout the text are 570 exercises devised to encourage students to review what has been read and to apply the theory to specific problems. Those preparing for further study in functional analysis, abstract harmonic analysis, and quantum mechanics will find this book especially valuable for the rigorous preparation it provides. Professional engineers, physicists, and mathematicians seeking to extend their mathematical horizons will find it an invaluable reference |
...
Show More examples (which can be omitted without loss of continuity) for students who have studied calculus. Technology also is not required, but for those who would like to use MATLAB, Maple, or Mathematica, or calculators with linear algebra capabilities, exercises are included at the ends of chapters that allow for further exploration using those tools.A concluding chapter covers twenty applications of linear algebra drawn from business, economics, physics, computer science, ecology, genetics, and other disciplines. The applications are independent and each includes a list of mathematical prerequisites.This text comes with WileyPLUS.This online teaching and learning environment integrates the entire digital textbook with the most effective instructor and student resources to fit every learning style. With WileyPLUS:Students achieve concept mastery in a rich, structured environment that's available 24/7 Instructors personalize and manage their course more effectively with assessment, assignments, grade tracking, and more. WileyPLUS can complement the textbook or replace the printed text altogether |
Order Projects by Deadlines Precedence
Riana Sieling
(Student)
I spent about 10 minutes just reading. Maybe a little more just because I had to go back and re-read a little bit of. I than spent about 5 more minutes just going through a couple problems on the calculator they have. This page definitely helps better understand the subject because it's not just something to read, there's also an activity that can be used to better understand the material. There are also links to continue to that explain the Lemma and Theorem better and why they got what they got. I think this would help people learn the subject better because you can test stuff out on the website as much as you want or until you get what's going on. This should definitely be used after the basics are explained because I didn't completely get what was going on because it was only gone over once in class before I came here. This would be easy enough to figure out as long as you have some basic understanding of groups and orders.
13 years ago
Karen Brucks
(Faculty)
Algorithms tutoring Web Page contains a collection of java applets. Each applet allows the user to examine a given algorithm. |
Questions About This Book?
The Used copy of this book is not guaranteed to inclue any supplemental materials. Typically, only the book itself is included.
Summary
The cornerstone of Elementary Linear Algebra is the authors' clear, careful, and concise presentation of material--written so that students can fully understand how mathematics works. This program balances theory with examples, applications, and geometric intuition for a complete, step-by-step learning system.The Sixth Edition incorporates up-to-date coverage of Computer Algebra Systems (Maple/MATLAB/Mathematica); additional support is provided in a corresponding technology guide. Data and applications also reflect current statistics and examples to engage students and demonstrate the link between theory and practice. |
What is mathematics? Anyone who has taken a science or business course knows one answer: mathematics is a language. In any discipline in which quantity plays a role (such as chemistry, economics, sociology, or engineering), mathematics is used to both communicate and reason. To make oneself understood in any such discipline, and even to comprehend our technological society, one must be able to "speak" mathematics.
Mathematics has also been called a science, the science of reason. Here the laboratory is in the mind, and the apparatus is that of logic and deduction. The inventions made here rarely stay in the lab for long before they find application, and by no means have all the discoveries been made! The mathematical methods behind compact disk players, airline scheduling, satellite communications and modern genetics have all been discovered quite recently. Of course, the ability to reason carefully and analytically is as important outside mathematics as within, and taking a math course is a great way to acquire this skill.
Perhaps less familiar is the idea of mathematics as art. Mathematicians often speak of patterns and structure of their discipline as "beautiful" or "subtle", and even calculus itself has been said to be "... like the full-rigged sailing ship, a classic expression of Western genius."
UCFV mathematics courses cover the range from pre-college algebraic manipulation skills, through the basic calculus, linear algebra, complex variables and differential equations required to understand physics and engineering, the discrete mathematics required for computer science, to the axiomatic development of algebraic systems and analysis in degree-level mathematics courses.
UCFV statistics courses deal with the mathematical deductions of probability, experimental design, sample surveys, the analysis of real world data, and the application of simple probability models to predicting and forecasting. Courses cover the range from introductory material for students with Grade 11 math to the generalized linear models and survival analysis used in modern biomedical literature.
Students pursuing a minor or major degree in mathematics should note that not all courses will be offered every year. In order to increase the availability of upper-level courses, students should:
a) Take at least four 200-level Mathematics courses during their second year.
b) Take an introductory statistics course such as MATH 270 in their second or third year. Students pursuing the statistics option of a math degree should take MATH 270 in their second year.
UCFV is committed to helping students succeed in their study of mathematics. The Math Centres in Abbotsford and Chilliwack are open at various times throughout the week, Monday to Friday. Students are encouraged to come to the centres for help with math questions. Videos are available for courses below the 100-level and for introductory statistics. Computer software, including versions of MAPLE and MINITAB, is available on centre computers for student use. Students may also sign out math books to supplement their course work. |
For many students, calculus can be the most mystifying and frustrating course they will ever take. The Calculus Lifesaver provides students with the essential tools they need not only to learn calculus, but to excel at it. All of the material in this user-friendly study guide has been proven to get results. The book arose from Adrian Banner's...An introduction to risk assessment that utilizes key theory and state-of-the-art applications With its balanced coverage of theory and applications along with standards and regulations, Risk Assessment: Theory, Methods, and Applications serves as a comprehensive introduction to the topic. The book serves as a practical guide to current risk analysis... more...
The fun and easy way to learn pre-calculus Getting ready for calculus but still feel a bit confused? Have no fear. Pre-Calculus For Dummies is an un-intimidating, hands-on guide that walks you through all the essential topics, from absolute value and quadratic equations to logarithms and exponential functions to trig identities and matrix operations.... more... |
Abstract: This booklet describes eight mathematics programs designated as exemplary or promising by United States Department of Education's Mathematics and Science Expert Panel. The purpose of the Expert Panel review system is to help schools make better informed decisions in selecting programs and materials. This color booklet presents the Expert Panel's judgment of programs that exemplify the high level and challenging mathematics called for in the National Council of Teachers of Mathematics (NCTM) standards and the American Association for the Advancement of Science (AAAS) benchmarks. Included is a detailed explanation of the submission and selection process along with an explanation of how the programs were separated into exemplary and promising categories. The four characteristics used for selection are quality of program, usefulness to others, educational significance, and evidence of effectiveness and success. Each characteristic has multiple criteria with specific indicators of achievement. For example, a quality of program criterion states that the program's instructional design be appropriate, engaging, and motivating for the intended student population. The seven possible indicators for this criterion focus on instructional design issues and include attending to students' prior knowledge; fostering the use and application of skills, knowledge and understanding; and providing for diverse interests. Each program is described in terms of the four selection characteristics and includes margin notes with professional development resources and program costs along with the table of contents for each book in the program. EXEMPLARY AND PROMISING MATHEMATICS is color-coded by chapter and illustrated with photographs of students from diverse ethnic backgrounds engaged in doing mathematics. (Author/JRS) |
Abstracts of studies on how much mathematics is used in various occupations: Mathematics in Automobile Production; Proportional Reasoning by Nurses; Modeling the Mathematics of Banking; Mathematical Models as Seen by...
Links to articles about society's conflicting expectations for the goals (ends) and pedagogy (means) of school mathematics. Concerns about the relation of skills to understanding, about connections with other...
Geometry topics presented with the aid of downloadable Geometer's Sketchpad (GSP) files; see, in particular, Japanese temple geometry. Two comprehensive Tutorials in Excel spreadsheet form are provided for intermediate...
An interactive mathematics course offered via the Internet to students throughout the Hawaiian islands. Cathi Sanders, a teacher at Punahou School in Honolulu, teaches this course through ESchool, a pilot project of the...
The mission of the Math Machines organization is to "improve the quality of mathematical education, enhance the transfer of mathematical thinking into other classes, and increase students' ability to apply rigorous... |
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This is a fantastic new free-hand cutting technique giving quilters the opportunity to let their creativity run wild. Save those scraps! Discover the joy of creating collage-style quilts without rules and measurements with this fantastic new free-hand cutting technique from award-winning quilter Susan Carlson. "Serendipity Quilts" features four beautiful, colour-rich projects that go from beginner to advanced, giving quilters everywhere the confidence to let their imaginations run wild and create the quilts they've always dreamed of.
The chapters in this volume convey insights from mathematics education research that have direct implications for anyone interested in improving teaching and learning in undergraduate mathematics. This synthesis of research on learning and teaching mathematics provides relevant information for any mathematics department or any individual faculty member who is working to improve introductory proof courses, the longitudinal coherence of precalculus through differential equations, students mathematical thinking and problem solving abilities, and students understanding of fundamental ideas such as variable, and rate of change. Other chapters include information about programs that have been successful in supporting students continued study of mathematics. The authors provide many examples and ideas to help the reader infuse the knowledge from mathematics education research into mathematics teaching practice. University mathematicians and community college faculty spend much of their time engaged in work to improve their teaching. Frequently, they are left to their own experiences and informal conversations with colleagues to develop new approaches to support student learning and their continuation in mathematics. Over the past 30 years, research in undergraduate mathematics education has produced knowledge about the development of mathematical understandings and models for supporting students mathematical learning. Currently, very little of this knowledge is affecting teaching practice. We hope that this volume will open a meaningful dialogue between researchers and practitioners toward the goal of realizing improvements in undergraduate mathematics curriculum and instruction |
The Applied Mathematics assessment measures a person's
skill in using mathematics reasoning to solve work-related problems.
As a test taker, you will have to set up and solve problems like
those that actually occur in a workplace. Calculators are permitted.
A formula sheet will be provided.
The assessment contains 33 multiple choice questions at
five levels of complexity with Level 7 being the most complex.
Although Level 3 is the least complex, it still assesses a level
of mathematical skill well above no skill at all. The levels
build on each other by incorporating the skills assessed at the
preceding levels.
Regardless of the skill level, most of these problems will involve
one or more of the following applications.
Quantity: Employees often need to determine the number of items sold, produced, or purchased,
or to figure totals on a per unit basis.
Money: Working with monetary units is a central part of business and is tangential to virtually every job,
if in no other way than to understand a paycheck. Tasks involving monetary units include figuring sales, costs, wages and expenses.
Time: Some tasks involve figuring elaspsed time. Other problems are also frequently figured in terms of time
( e.g., production, sales, costs, distance, area). In many of these tasks, employees must be familiar with conversion of time units.
Measurement: Calculating distance, area, weight, and volume is crucial to most work situations. Again, employees must be familiar with conversions, as well as the appropriate degree of accuracy needed for different situations.
Proportions and Percentages: Proportions can be used in many tasks that require making predictions (e.g., if this is the amount for X units, how much is needed for Y units?). Percentages are used in the workplace to calculate commisions, dicounts, taxes, price increases, changes in sales, and wage changes.
Averages: Many records in the workplace are expressed in terms of averages (e.g., those involving sales records, wages, costs, hours worked). These averages become tools in the decision making processes of the business.
This level measures a person's skill in performing basic
mathematical operations (addition, subtraction, multiplication,
division) and conversions from one form to another using whole
numbers, fractions, decimals or percentages.
1. In your job as a cashier, a customer gives you a $20
bill to pay for a can of coffee that costs $3.84. How much change
should you give back?
A) $15.26
B) $16.16
C) $16.26
D)$16.84
E) $17.16
2. It took you 1 hour to unpack, price and shelve 3 boxes
of jeans at work. On the average, how many minutes did it take
to unpack, price and shelve 1 box of jeans?
A) 15
B) 20
C) 30
D) 40
E) 50
3. You work in a music shop and a customer wants to purchase
3 cassette tapes costing $8.99 each. Excluding any taxes, how much does the customer owe?
A) $27.00
B) $26.97
C) $26.98
D) $27.03
E) $27.99
4. A customer in the music shop where you work purchases 3 cassette tapes.
One costs $8.99, one costs $7.99, and one is on sale for $3.99. Excluding taxes, how much does the customer owe?
Calculate on your own. Check answer below.
5. Calculate the missing values so as to complete the chart.
UNIT
NO. OF UNITS
VALUE
TOTAL VALUE
crate of items
__?__
12 items per crate
36
purchased item
5
$__?__ per item
$6.25
distance (mile)
7
2 hrs per mile
__?__ hrs
6. You must keep track of inventory in an office supply warehouse. This week,
8 computers of a particular model have been shipped out of the warehouse to a local store, while
4 more computers of the same model have been received by the warehouse from the factory.
What is the overall change in the number of these computers in inventory this week?
A) down 8
B) up 4
C) down 4
D) up 8
E) down 12
7. Calculate the missing values so as to complete the chart.
FRACTION
DECIMAL
PERCENT
½
__?__
__?__
__?__
0.85
__?__
__?__
__?__
40%
Level
4
This level measures a person's skill in performing one
or two mathematical operations, such as addition, subtraction,
or multiplication, on several positive or negative numbers. Problems
may require adding commonly known fractions, decimals or percentages
or adding three fractions that share a common denominator. The
test taker is also required to calculate averages, simple ratios,
proportions, and rates, using whole numbers and decimals.
8. In the hospital where you work, one of your duties is to take pulse counts.
One patient has a pulse count of 21 beats in 15 seconds. At this rate, what should this
patient's pulse count be for 60 seconds?
A) 84
B) 315
C) 126
D) 42
E) 105
9. You use 3 gallons of concentrated cleaner to mix 10 gallons of usable
solution. How much concentrated cleaner should be used to make 30 gallons of usable solution?
10. On July 1, you opened a new checking account for your
lawn-care business. Based on the check register below, how much
is in the account on August 1?
Check #
Date
Memo
Check Amount
Deposit Amount
Balance
7/1
Deposit
$581.22
$
101
7/3
Rake yard
$52.81
$
102
7/5
Van Repair
$265.80
$
103
7/5
New Mower
$10.00
$
104
7/6
Gas
$27.91
$
7/31
Deposit
$330.67
$
A) $330.67
B) $356.52
C) $555.37
D) $581.22
E) $911.89
11. If it takes 2 yards of interfacing to make 4 suits, how many yards of interfacing should it take
to make 20 suits?
Calculate the result and check your answer below.
12. If you can print 800 copies of a letter in 16 minutes, how long should it take to print 2400 copies
of the same letter?
Calculate the result and check your answer below.
13. A customer purchased clothing totaling $54.00 from the clothing store you work for.
The state sales tax rate is 5%. How much tax should you charge the customer for this purchase?
Calculate the result and check your answer below.
14. During a routine inspection, a quality control officer found three defective parts out
of every 150 parts inspected. If 24 defective parts were found, how many parts were inspected?
A) 72
B) 450
C) 1200
D) 2200
E) 3600
15. Over the last five days, you made the following number of sales calls: 8, 7, 9, 5, and 7.
To help in planning staff time, you track the average number of calls you make each day. What was
your average over the last 5 days?
A) 4.1
B) 7.0
C) 7.2
D) 9.0
E) 36.0
16. The discount store where you work is selling a video game for 15% off the
regular price of $21.00. You have to change the price tags for the sale. How much
should you take off from the regular price?
A) $4.15
B) $1.50
C) $0.15
D) $3.15
E) $6.00
17. You need about 1½ hours to set up a computer workstation. At this rate,
how many hours should it take you to set up 7 of these workstations?
A) 4 2/3
B) 8½
C) 10
D) 10½
E) 11 2/3
Level
5
Questions at Level 5 require the test taker to look
up and calculate single-step conversions within the English or
non-English system of measurement (e.g. converting from ounces
to pounds or from centimeters to meters) or between systems of
measurement (e.g. centimeters to inches) Problems at this level
contain several steps of logic and calculations. The test taker
must determine what information, calculations, and unit conversions
are needed to find a solution.
18. Quik Call charges 18¢ per minute for long distance
calls. Econo Phone totals your phone usage each month and rounds
the number of minutes to the nearest 15 minutes. It then charges
$7.90 per hour of phone usage, dividing this into 15-minute segments
if you used less than a full hour. If your office makes 5 hours
3 minutes worth of calls this month using the company with the
lower price, how much will these calls cost?
A) $39.50
B) $41.48
C) $41.87
D) $54.00
E) $54.54
19. The drug store where you work marks up the price of
batteries by 35%. You must price some batteries that cost the
store $1.80 per package. What price should you put on each package?
A) $0.63
B) $2.15
C) $2.43
D) $2.77
E) $3.50
20. In your job at the kennel, you groom dogs. It takes
you 1 hour 15 minutes to groom an average sized dog. Large dogs,
however, take 1 hour 45 minutes to groom. Today you have to groom
3 average sized dogs and 2 large dogs. How much time should it
take you to groom all 5 dogs?
21. You are the new maintenance person for the local school and need to calculate how much
wax will be required for the cafeteria floor based on its square footage. The cafeteria is 120 feet by
45 feet. What is the square footage you should use to figure the amount of wax needed for the
cafeteria floor?
Calculate and check your result below.
22.You have been asked to ship a package that weighs 41 pounds;
however, the freight company wants to know the weight in kilograms.
What is the closest approximation of the package's weight in kilograms?
A) 18.64
B) 43.20
C) 82.00
D) 90.20
E) 100.00
23. You must set up tables for a wedding reception in the restaurant where you work.
There will be 24 individuals and 40 couples attending.
Each table seates 8 persons.
How many tables should you set up?
Calculate and check your result below.
24. The shoe store where you work is having a ¼ off sale.
A customer purchases a pair of shoes that regularly costs $48.50.
How much should you deduct from the regular price?
Calculate and check your result below.
25. As a teacher's aide, you must figure percentage scores on student tests.
If a student has 72 points out of 87 possible points, what percent of the total points possible did this student obtain?
Calculate and check your result below.
26. You work in the gift wrap section of a department store.
You can wrap 15 average-sized packages in 2 hours.
About how many of these packages should you be able to wrap in 5 hours?
Calculate and check your result below.
Level
6
Questions at Level 6 measure a person's skill in using
negative numbers, fractions, ratios, percentages, and mixed numbers
in calculations. The test taker may have to find the areas of
rectangles or circles and volumes of rectangular solids or to
solve problems that compare production rates and pricing schemes.
Questions may require considerable translation from verbal to
mathematical expression and require considerable setup with multiple
step calculations.
27. You are preparing to tile the floor of a rectangular
room that is 15½ feet by 18½ feet in size. The
tiles you plan to use are squares, measure 12 inches on each
side, and are sold in boxes that contain enough tiles to cover
25 square feet. How many boxes of tiles should you order to complete
the job?
A) 11
B) 12
C) 34
D) 59
E) 287
28. The production line where you work can assemble 5 amplifiers
every 30 minutes. At this rate, how long should it take the line
to assemble 125 amplifiers?
29. You must figure the amount of fabric necessary to make a drape for an office window.
The finished drape must be 7½ feet long and 5 feet wide.
The fabric is wide enough to allow for side hems, but you must determine the length needed.
You must allow 8 inches extra at the top and at the bottom to fold under for the hems.
How many linear yards of fabric should you need to make the drape?
Calculate and check your result below.
30. As a cosmetologist, you must schedule you own appointments,
so you need to know how long one haircut takes.
Today you gave 7 haircuts between 1:45 and 4:15 and had no breaks.
Approximately how long did it take you to give each haircut?
Calculate and check your answer below.
31. In the machine shop where you work, you are required to keep production records
on each part for each day. On Wednesday, 45 pieces of a particular part were machined in 3 hours.
On Thursday, 52 pieces of the same part were machined in 3.5 hours. On Friday, 112 pieces of the
same part were machined in 7 hours. On which day did the shop have the best production rate (the most
pieces machined per hour)?
Calculate and check your answer below.
Level
7
Questions at Level 7 require multiple steps of logic
and calculations. Questions may involve more than one unknown,
nonlinear functions and applications of basic statistical concepts.
At this level, question content or format may be unusual, and
the information presented may be incomplete or implicit, requiring
the test taker to derive the information needed to solve the
problem from the setup.
32. You operate a machine that stamps bottle caps out of
2-inch-by-2-inch aluminum squares. Occasionally, the machine
produces an unusable cap, a reject, that must be recycled. The
number of rejects made at different production rates is shown
below. Today you have been told to produce 600 caps per hour.
Approximately how many caps total should you have to produce
to end up with your quota of 2,400 good ones?
A) 2,400
B) 2,448
C) 2,500
D) 2,548
E) 2,616
33. In your job at a company that makes bowling balls,
you are doing a quick check of how much plastic resin has been
used this week by the machine that molds the balls. Each ball
is a sphere with a radius of 4 inches (the finger holes are drilled
out after the ball has been molded). Production records show
that 1,200 balls were made this week. Ignoring waste, about how
many cubic feet of resin were used in the machine this week?
A) 46
B) 186
C) 268
D) 2,233
E) 321,536
34. The farm where you just started working has a vertical
cylindrical oil tank that is 2.5 feet across on the inside. The
depth of the oil in the tank is 2 feet. If 1 cubic foot of space
holds 7.48 gallons, about how many gallons of oil are left in
the tank?
A) 37
B) 59
C) 73
D) 230
E) 294
35. Your job with the Department of Parks and Recreation requires you to plant
Ginkgo trees along the streets of your city. You have 500 of the trees that are ready for planting.
You are to plant the trees along the blocks as shown by the dashed lines on the map below.
The trees must be planed 30 feet apart. Each block is 3/8 mile long. How many
trees, if any, do you need to complete the job?
A) None; you have 236 extra trees
B) None; you have exactly enough
C) You need 20 more trees.
D) You need 908 more trees.
E) You need 15,340 more trees. |
Review Algebra calculator v2.0
Calculator is a minimalist, easy to use Windows calculator that takes convenient advantage of the number key pad in your keyboard. Calculator can compute any algebra expression instantly.
Calculator runs on Windows 2000/XP/2003 Server/Vista. This...
Super Calculator for Windows 8 is an intuitive application that can be used by teachers and students alike for their math operations. You can also add parentheses and use decimals within your calculations, as the app instantly displays the result.
It is one of the most powerful math tools there is. It gathers between the simplicity and ease of use of a simple calculator and the ability to solve complex math procedures.
Here is a brief description of the exciting capabilities of mathwizard:...
>Can store up to 15 functions at run time. Can give these functions names
>Can write your own programs that manipulate functions and can use these programs on different sets of data. You can write as many programs as you need.
>shows the past |
Goodyear PrecalculusThe logic to it is very different from all math prior but you still use what you have learned so far. You can apply calculus to real life situations and once learned you really see math can perfectly describe everything around you and how the world works. Geometry analyzes the relationships within all shapes |
Now in its third edition, this book provides the ideal and only reference to the physical basis of architectural design.
Fully updated and expanded throughout, the book provides the data required for architects to design buildings that will maintain the users comfort in a variety of conditions, with minimal reliance on energy intensive methods... more... methodically. From theConstruction Mathematics is an introductory level mathematics text, written specifically for students of construction and related disciplines.
Learn by tackling exercises based on real-life construction maths. Examples include: costing calculations, labour costs, cost of materials and setting out of building components.
Suitable for beginners... more... |
This text is an introduction to the theory of differentiable manifolds and fiber bundles. The only requisites are a solid background in calculus and linear algebra, together with some basic point-set topology. The first chapter provides a comprehensive overview of differentiable manifolds. The following two chapters are devoted to fiber bundles and homotopy theory of fibrations. Vector bundles have been emphasized, although principal bundles are also discussed in detail. The last three chapters study bundles from the point of view of metric differential geometry: Euclidean bundles, Riemannian connections, curvature, and Chern-Weil theory are discussed, including the Pontrjagin, Euler, and Chern characteristic classes of a vector bundle. These concepts are illustrated in detail for bundles over spheres. Chapter 5, with its focus on the tangent bundle, also serves as a basic introduction to Riemannian geometry in the large. This book can be used for a one-semester course on manifolds or bundles, or a two-semester course in differential geometry. |
... and our world as we know it today. ... for cubic equations. All other proofs were geometric in nature. REALWORLDAPPLICATIONS Quadratic Equations, the basis of algebra, can be used in an incredible ... and quadratic equations are used in the creation of sound systems in homes, movie ...
ApplicationsSystemsof linear equations provide an excellent opportunity to discuss mathematical modeling. The process of using mathematics to solve real-world problems can be broken down into three steps: Step 1.
... of linear and quadratic equations over the set ofreal numbers. Solving systemsofequations has been moved to this standard from A.9 (2001), solving quadratic equations from A.14 (2001). Again, the use of these concepts to solve realworldapplications is emphasized. * There is still ...
You wrote a system of two equations to model a real-world situation. ... Solving SystemsofEquations Using the Elimination Method. ... Building Understand for Solving a System ofEquations through Applications Last modified by:
Can students relate linear inequalities in one variable to real-world settings? ... Heavy emphasis is placed on the real-life applicationsofsystemsofequations. Graphs ofsystemsof inequalities are considered in the coordinate plane.
... AII.2 The student will investigate and apply the properties of arithmetic and geometric sequences and series to solve real-world problems, including ... AII.5 The student will solve nonlinear systemsofequations, ... and combinations and use technology for applications.
Motivation Graphical models are widely used in real-worldapplications, ... Extending EP on Bayesian networks for dynamic systems Poisson tracking Signal detection ... the complexity of the posterior increases with the number of measurements I.e. BP equations are not "closed" Beliefs ...
... that occurs widely in dynamical systems Considered to be complex and no simple analysis Study of chaos can be used in real-worldapplications: secure communication ... Vol. 40, No 10 (1993) pp. 657-674. [7] Lawrence Perko, Differential Equations and Dynamical Systems. Springer ...
... and by systemsofequations and/or inequalities, and interpret ... Standard: Score 4.0 In addition to Score 3.0, in-depth inferences and applications that go beyond what was taught ... It is the only point that is a solution to both equations. * * RealWorld Application Peer Talk What prior ...
... on dynamic systems Poisson tracking Signal detection ... the complexity of the posterior increases with the number of measurements I.e. BP equations are not "closed" Beliefs ... Qi Joint work with Tom Minka Motivation Graphical models are widely used in real-worldapplications, ...
... the degree to which model structure mimics the realworld Precision ... convert qualitative hypotheses into mathematical equations 4. Coding and ... a thorough grounding in the principles of modelling examples ofapplications from my expertise a willingness to focus on ...
Outline What are Fuzzy Systems? Fuzzy logic applications Fuzzy set and fuzzy operations Origin of ... The ambiguity ofrealworld definitions John is OLD David is TALL ... A quantified framework to deal with the IMPRECISE NATURE OF THE REALWORLD where conventional mathematical equations become ...
... higher fitness measure Building a Better Mouse Building a Better Mouse Building a Better Mouse Building a Better Mouse RealWorldApplications Lockheed ... is a vector of nonlinear differential equations, ... of a knowledge base for expert systems [Bojarczuk, Lopes, Freitas ...
Mathematical models can help in the understanding of practical systems, ... methods of solving. Introduce vectors and their applications to the realworld. Introduce linear equations: no emphasis on ... reinforces mathematical concepts through their connection to real-worldapplications.
Linear Regression In realworldapplications we often encounter numerical data in the form of a table. The powerful mathematical tool, ... You will be required to solve and understand how to setup systemsof linear equations as well as inequalities.
Analyze and solve linear equations and systemsofequations. ... Interpret functions (equations) that arise in applications in terms of the context. ... Grounded in real-world practice, by applying knowledge/skills to a new situation.
... Using systemsofequations to model realworld situations; ... not rote manipulation Realistic applications and mathematical modeling that reflect the way mathematics is used in other disciplines and on the job in today's technological society Few, ...
Objective Use systemsofequations to model and solve real-life problems. ... but every possible world, must conform." Intermediate Algebra 5.5 Applications Objective: ... to which not only the actual world, but every possible world, must conform." |
In this Algebra I/Geometry/Algebra II worksheet, high schoolers solve problems that reflect the types of assessment items found on the Regents Examination for the state of New York. The seventy-one page document contains a combination of thirty-four multiple choice and free response test items along with samples of student work, rubrics, and subject matter alignment. Answers are not included.
Students explore careers that require math knowledge and solve real life math problems. As a class, they compare and contrast classroom math to real life math and explore the links between algebra, geometry and math skills used in school and in a career. In pairs, students complete worksheets. They play a quick response game where they list five ways a given job uses math.
Students assess how algebra, telescopes, space exploration and optics are so important in astronomy. They encounter studies on the Hubble Space Telescope, Hubble Deep Field and how algebra helps to determine the effects of contamination on Hubble's optics. Students are introduced to the development of the Next Generation Space Telescope.
Study geometry through the concept of quilt design. High schoolers examine the geometric shapes in various quilts and then create their own quilts using geometric shapes that fit together. In the end, they write a paragraph to describe their quilt pattern.
Pupils relate miniature golf to reflection of an image. In this algebra lesson, students collect and graph data as they study linear equations. They apply properties of graphing to solve real life scenarios.
Students identify he proportion of a cereal box. In this algebra instructional activity, students define the relationship between patterns, functions and relations. They model their understanding using the cereal box.
Help 9th graders identify lines, points, rays, and planes in geometry. They practice identifying, measuring, and drawing angles of different degrees. This is a fundamental lesson to help students learn the building blocks of geometry.
Students explore properties of triangles. In the geometry lesson, students construct the centroid, circumcenter, and the orthocenter of a triangle. The dynamic nature of Geometer's Sketchpad allows students to discover important properties regarding Euler's line. Additionally the lesson considers a proof of the Pythagorean Theorem and investigation into Fermat's point.
In this Algebra I worksheet, 9th graders are presented with age word problems which are solved by writing an equation in one variable. The one page worksheet contains 2 worked examples and sixteen practice problems. Answers are not includedBrowse by Subject
Algebraic Geometry |
This volume comprises the proceedings of a conference on the geometric analysis of several complex variables held at POSTECH in June 1997. The conference was attended by scientists and students from around the globe.
Each of the five plenary speakers at the conference gave a short course on a topic of current interest in the field. The lecture write-ups contain cogent and accessible information intended for a broad audience. The volume also includes a tutorial in several complex variables given by Kim and Krantz at the conference. This tutorial is geared toward helping the novice to understand the rest of the material in the book.
The bibliographies of the papers give students and young mathematicians a valuable resource for future learning on the topic. This book provides a substantial overview on areas of current activity. Required background for understanding the text is a solid undergraduate education in mathematics and familiarity with first-year graduate studies in real and complex analysis. Some exposure to geometry would be helpful. The book is also suitable for use as a supplemental course text. |
Book Description: Future elementary and middle school teachers need a clear, coherent presentation of the mathematical concepts, procedures, and processes they will be called upon to teach. This text uniquely balances what they will teach (concepts and content) with how to teach (processes and communication). As a result, students using Mathematics for Elementary School Teachers leave the course knowing more than basic math skills; they develop a deep understanding of concepts that enables them to effectively teach others. This Fourth Edition features an increased focus on the 'big ideas' of mathematics, as well as the individual skills upon which those ideas are built |
Must we Learn Mathematics as in the 1800s? If you aspire to be a scientist or an engineer you may be frustrated by the very formal structure of mathematics. In particular, you may find proofs and derivations difficult to follow. If you only need to apply
Have you ever wondered why students too often have only a rudimentary understanding of mathematics, why even rich and exciting hands-on learning does not always result in "real" learning of new concepts? The answer lies in whether students have actually
Teaching Math, Science, and Technology in Schools Today: Guidelines for Engaging Both Eager and Reluctant Learners offers unique, engaging, and thought-provoking ideas. It surveys today's most important trends and dilemmas while explaining how collaboration
The mental representations of perceptual and cognitive stimuli vary on many dimensions. In addition, because of quantal fluctuations in the stimulus, spontaneous neural activity, and fluctuations in arousal and attentiveness, mental events are characterized
This supplement to Teaching Fractions and Ratios for Understanding is not merely an answer key but a resource that includes in-depth discussions of all the problems in the text; develops and extends discussion of the issues, teaching problems, and other
This popular text addresses the urgent need for curriculum materials that cross traditional boundaries to include many of the elements that are integrated in the teaching/learning enterprise: mathematics content, teacher understanding, student thinking, |
More About
This Textbook
Overview
The geometry of the hyperbolic plane has been an active and fascinating field of mathematical inquiry for most of the past two centuries. This book provides a self-contained introduction to the subject, suitable for third or fourth year undergraduates. The basic approach taken is to define hyperbolic lines and develop a natural group of transformations preserving hyperbolic lines, and then study hyperbolic geometry as those quantities invariant under this group of transformations.
Topics covered include the upper half-plane model of the hyperbolic plane, Mobius transformations, the general Mobius group, and their subgroups preserving the upper half-plane, hyperbolic arc-length and distance as quantities invariant under these subgroups, the Poincare disc model, convex subsets of the hyperbolic plane, the hyperbolic area, and the Gauss-Bonnet formula and its applications.
The style and level of the book, which assumes few mathematical prerequisites, make it an ideal introduction to this subject and provides the reader with a firm grasp of the concepts and techniques of this beautiful part of the mathematical landscape |
Learning Math through Set Theory
In grade school, we're taught that math is about numbers. When we get to college (the ones of us who are still interested in math), we're taught that mathematics is about sets, operations on sets and properties of those sets.
Understanding Set Theory is fundamental to understanding advanced mathematics. Iv wrote these scripts so that users could begin to play with the different set operations that are taught in a basic set theory course. Here, the sets are limited to positive integers and we're only looking at a few operations, in particular the union, intersection, difference, symmetric difference, and cross product of two sets. I will explain what each of these is below.
The union of the sets S1 and S2 is the set S1 [union] S2, which contains the elements that are in S1 or S2 (or in both).
Note: S1 [union] S2 is the same as S2 [union] S1.
The intersection of the sets S1 and S2 is the set S1 [intersect] S2, which contains the elements that are in BOTH S1 and S2.
Note: S1 [intersect] S2 is the same as S2 [intersect] S1.
The difference between the sets S1 and S2 is the set S1 / S2, which contains the elements that are in S1 and not in S2.
. Note. S1 / S2 IS NOT the same as S2 / S1.
Note. S1 / S2 is the same as S1 [intersect] [not]S2.
The symmetric difference between the sets S1 and S2 is the set S1 [symm diff] S2, which contains the elements that are in S1 and not in S2, or the elements that are in S2 and not in S1.
Note. S1 [symm diff] S2 is the same as S2 [symm diff] S1.
Note. S1 [symm diff] S2 is the same as (S1 [intersect] [not] S2) [union] (S2 [intersect] [not] S1).
The cartesian product of the two sets S1 and S2 is the set of all ordered pairs (a, b), where a [in] S1 and b [in] S2.
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The course treats: the discrete Fourier Transform (DFT), the Fast Fourier Transform (FFT), their application in OFDM and DSL;...
see more
The is really applied in concrete engineering examples. You will know how to do a time-frequency analysis, how to apply the FFT in Digital Subscriber Lines (DSL), how to estimate, separate and filter signals..
In this course you will learn how to use calculus to understand and model real life situations such as those in business,...
see more
In this course you will learn how to use calculus to understand and model real life situations such as those in business, environmental changes, population growth to name a few. As expected, real life situations are in general very complicated and are difficult to model but with the mathematics in this course we can understand some of the more basic models. These OpenCourseWare materials include interactive Java applets for many Calculus topics.
This course is an introduction to differential and integral calculus. It begins with a short review of basic concepts...
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This course is an introduction to differential and integral calculus. It begins with a short review of basic concepts surrounding the notion of a function. Then it introduces the important concept of the limit of a function, and use it to study continuity and the tangent problem. The solution to the tangent problem leads to the study of derivatives and their applications. Then it considers the area problem and its solution, the definite integral. The course concludes with the calculus of elementary transcendental functions.
This course is an introduction to the calculus of functions of several variables. It begins with studying the basic objects...
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This course is an introduction to the calculus of functions of several variables. It begins with studying the basic objects of multidimensional geometry: vectors and vector operations, lines, planes, cylinders, quadric surfaces, and various coordinate systems. It continues with the elementary differential geometry of vector functions and space curves. After this, it extends the basic tools of differential calculus - limits, continuity, derivatives, linearization, and optimization - to multidimensional problems. The course will conclude with a study of integration in higher dimensions, culminating in a multidimensional version of the substitution rule.
Course HighlightsThe first part of the course will follow the characteristics of finite element method from a mathematical...
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Course HighlightsThe first part of the course will follow the characteristics of finite element method from a mathematical point of view. Weak formulation of differential equations and its finite element formulation will be covered. Application to linear elastic body will be investigated with finite element method formulation, isoparametric solid element, Gaussian elimination for system of linear equations to introduce the general programming of finite element method. The second part consists of the finite element method of its application to nonlinear problems.
Western philosophy and theoretical mathematics were born together, and the cross-fertilization of ideas in the two...
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Western philosophy and theoretical mathematics were born together, and the cross-fertilization of ideas in the two disciplines was continuously acknowledged throughout antiquity. In this course, we read works of ancient Greek philosophy and mathematics, and investigate the way in which ideas of definition, reason, argument and proof, rationality and irrationality, number, quality and quantity, truth, and even the idea of an idea were shaped by the interplay of philosophic and mathematical inquiry.
Course HighlightsThis course aims to facilitate students understanding of the basics of probability and statistics,...
see more
Course HighlightsThis course aims to facilitate students understanding of the basics of probability and statistics, stochastic processes, and signal processing through drills and processes, and in putting them into practice without difficulty. Despite mainly targeting third-year students, the course also accepts fourth-year students to participate. Through this course, students may learn subjects such as combination and probability, random variables and probability distributions, random walk, Brownian motion, Langevin equation, autocorrelation, noise, error, Fourier transformation, power spectrum, digital signal processing, etc. With regard to signal processing, the course will provide drills and practices by computer using the SPICE3 program. |
Advanced Mathematics for Theoretical Chemistry
"The interplay between mathematics
and physics needs no emphasis. What may need to be emphasized is that mathematics
is not merely a tool with which the presentation of physics is facilitated,
but the only medium in which physics can survive. Just as language is the
means by which humans can express their thoughts and without which they
lose there unique identity, mathematics is the only language through which
physics can express itself and without which it loses its identity. And
just as language is perfected due to its constant usage, mathematics develops
in the most dramatic way because of its usage in physics."
-from the preface
of Mathematical Physics: A modern introduction
to its foundation by Sadri Hassani
diagonalization.nb: Some
basic matrix manipulation
eulerangles.nb: Construction
of the Euler rotation matrix and visualiztion of its action on a vector
in three-space
mapping.nb: Maps lines from the
complex z-plane to the complex w-plane.
phasecolor.nb: Displays the
modulus of a function colored according to the phase of the function. Several
examples.
viewcomplex.nb: Displays the
real, imaginary, modulus and phase of a complex function. Sevaral examples.
showfourier.nb: Displays the
real and imaginary parts of both the original function and its Fourier
transform.
causal.nb: Superimposes the real
and imaginary parts of causal functions and their Fourier transforms.
chirp.nb: Investigates linearly
chirped pulses and their Fourier transforms.
doubleexp.nb: Illustrates the
complementary nature of time and frequency domain techniques for biexponential
decay.
2dnmr: Generates COSY free induction
decay signals and the corresponding COSY spectra. |
More About
This Textbook
Overview
This Third Edition of the acclaimed self-study text lets you learn abstract algebra at your own pace
The Third Edition of Introduction to Abstract Algebra continues to provide an accessible introduction to the basic structures of abstract algebra: groups, rings, and fields.The text's unique approach helps readers advance to abstract theory by presenting concrete examples of induction, number theory, integers modulo n, and permutations before the abstract structures are defined. Readers can immediately begin to perform computations using abstract concepts that are developed in greater detail later in the text.
As in the previous editions, the Third Edition offers many special features to help readers learn and apply their developing knowledge of abstract algebra:
Historical notes and biographies of mathematicians provide context and perspective
Some 500 worked examples help readers understand key concepts and their applications
Almost 1,500 computational and theoretical exercises ranging from basic to complex challenge readers to apply their knowledge to solve problems. Many answers are provided in the text
Applications to real-world problems in such areas as coding theory and combinatorics help readers grasp the topic's relevancy
Special topics such as symmetric polynomials, nilpotent groups, semidirect products of groups, and the Wedderburn-Artin theorem for rings are included for more advanced study
This Third Edition includes thoroughly revised chapters and much new material, including new sections covering free, semisimple, and projective modules; modules over principal ideal domains; as well as semidirect products and the Wedderburn-Artin theorem. Two new appendices have been added on Zorn's lemma and the proof of the recursion theorem.
Numerous worked examples, exercises, and real-world applications make this text perfect for upper-level undergraduate and graduate courses. Moreover, with this book's self-contained chapters, students can learn at their own pace, and instructors can adapt the text to meet a variety of course objectives.
Editorial Reviews
From the Publisher
"For those seeking a sound introduction to abstract algebra, or a handbook on the basic ideas, this third edition of Nicholson's book is highly recommended." (MAA Reviews, April 13, 2007)
"…an expository masterpiece of highest didactic value which has gained additional attractivity through the various improvements…(ZentralblattMATH, 1107,1)
Booknews
Nicholson (mathematics, University of Calgary) introduces the basic structures of abstract in algebra<-->groups, rings and fields<-->in his textbook for a one- or two-semester course for undergraduates. The second edition has been revised to be accessible to students with only rudimentary college algebra. Annotation c. Book News, Inc., Portland, OR (booknews.com)
Related Subjects
Meet the Author
W. KEITH NICHOLSON, PhD, is a Professor in the Department of Mathematics and Statistics at the University of Calgary in Alberta, Canada. Dr. Nicholson has published numerous textbooks and monographs throughout his career. He received his PhD in Pure Mathematics from the University of California at Santa Barbara, and his current research interests include clean rings, morphic rings, and module |
Daly City PrealgebraAlso s...
...It is a new language and yet based on our arithmetic. Algebra simply uses an "x" instead of a number. Algebra 2 is the time in the development of our curriculum that takes the basic skills and puts them into context |
MATLAB Demystified
Written for beginners as well as advanced users, this book provides a comprehensive introduction to MATLAB. Early chapters show readers how to plot functions, solve algebraic equations, and compute integrals. Later chapters show how to solve differential equations, generate numerical solutions of ordinary differential equations (ODEs), and work with special functions. Topics include the MATLAB environment, vectors and matrices, plotting and graphics, and solving algebraic equations. |
The book "Vedic Mathematics" essentially deals with arithmetic of the middle and high-school level. Its claims that "there is no part of mathematics, pure or applied, which is ... 'Vedicmaths ' will condemn ...
This e-book is free! This publication is protected by international copyright laws. ... Memorymentor promotes Memory improvement and VedicMaths. We offer ebook courses in VedicMaths and our ebook has proved to be very popular for Parents wishing
This e-book is free! This publication is protected by international copyright laws. You have the author's permission to transmit this ebook and use it as a gift or as part of ... VedicMaths ebook. Seriously Simple Sums! VedicMaths Free Tutorial
The Vedic Mathematics Sutras This list of sutras is taken from the bookVedic Mathematics, which includes a full list of the sixteen Sutras in Sanskrit, but in some cases a translation of the Sanskrit is not
Why I dislike Vedicmaths S. Parthasarathy [email protected] Ref.: vedicmaths1.tex Version code : 20120309a ... compiled into one single book. VM is not mathematics :: Mathematics is much more than arithmetic. The sutras of VM resolve only some problems in arithmetic, and that too
In the book on Vedic Mathematics Sri Bharati Krishna Tirthaji mentioned the Sutra 'Calana - ... VedicMaths responsible for throwing historians off the track and making them overlook the real developments in the field of mathematics made by Indian scholars.
This list of sutras is taken from the bookVedic Mathematics, which includes a full list of ... Vedicmaths comes from the Vedic tradition of India. The Vedas are the most ancient record of human experience and knowledge, passed down orally for generations and
This book has just skimmed the surface of Vedic Mathematics -there is so much more out there! Calculus can be done quickly and easily; complex divisions, fractions, quadratic equations, simultaneous equations, cube root, square roots can all be aided by Vedic
WHY VEDICMATHS The Sutras apply to and cover each and every part of each and every chapter of each and every branch of ... of Swamiji"s Book", Journal of Mathematical Education, 5 (3), 1989 [16] Verma, D.P.: Vedic Ganit Nirdeshika, Vidya Bharti
six chapters of the natural calculator book, it is proposed to complete at least the first six chapters of this book in in- ... Vedic Mathematics are mathematics derived from the Vedic scriptures i.e. the religious text currently used by Hindu-
Book Summary: Vedic mathematics is an ancient technique consisting of sixteen sutras ... Rajesh Kumar Thakur currently works as a director at the National VedicMaths Academy, a branch of the All India Ramanujan Maths Club, Gujarat. Related searches Vedic Mathematics Videos
"This book fills a much-needed gap." ... Moreover, VedicMaths gives many techniques to do the same calculation and the student has a freedom of choice while computing. Students appearing for competitive exams find VedicMaths as an effective tool in number
is part of Sthapatya- Veda (book on civil engineering and architecture), which is an upa-veda (supplement) of Atharva Veda. It gives ... "Secrets of Ancient Maths: Vedic Mathematics", Journal of Indic Studies Foundation, California, pages 15 and 16.
Title: PRLog - Speed Math Tutor using Vedicmaths Author: SDK Technologies Subject: Welcome to Speed Math, a new way in calculation. A combination of workbook and CD is an innovative approach to teach speed computation using Vedic mathematics.
u Vedicmaths and various common observations for scientific learning. u 25-30 chapters which cover almost all aspects of Quantitative Aptitude, ... This book has five sections, that is, Basic Numeracy, General Mental Ability, Logical Reasoning
The word "Vedic" in the title of the book suggests that these calculations are authentic Vedic mathematics. The question now arises how the Vedic mathematicians were able to write the recurrent decimal fraction of 1/19, while decimal
Design of High Speed Vedic Square by using Vedic Multiplication Techniques G.Ganesh Kumar*, ... It is part of Sthapatya- Veda (book on civil engineering and architecture), which is an upa-veda (supplement) of Atharva Veda. ... Vedicmaths deals with several basic as well as complex mathematical ...
VedicMaths (used in this book) earlier this century, he uncovered a beautifully integrated and complete sys-tem of maths which had been lost for centuries. The Vedic system mirrors the way the mind naturally works and so is designed to be done mentally.
This e-book is free! This publication is protected by international copyright laws. You have the ... our VedicMaths ebook at Now multiply the 7 by the 2 of twelve giving 14. Add this to 70 giving 84.
print in the book "Vedic Mathematics" [11], first published in 1965, authored by Sri Bharati Krishna Tirtha, who was the Shankaryacharya of the Puri Mutt from 1925 until his passing away in 1960; the book was published posthumously
Tekriwal, 5 DVD Set on VedicMaths. Tirthaj ¯, Vedic Mathematics. Williams and Gaskell, The Cosmic Calculator: A Vedic Mathematics Course for Schools, Book 3. Do the following 1-digit division problems on paper using short division. 1. 123,456 ÷ 7 2.
VEDICMATHS Reserves the right to reject any application for registration or renewal as Abacus, Speed Reading, VedicMaths Franchisee ... Royalty (Book & Royalty) Rs. 250/-(Per Student) After Purchases of minimum books in starting of business, for Speed
Application of VedicMaths in Competition Exams Test papers Answers Testimonials WONDER SERIES oLrqfu"B xf.kr 18 fnuksa esa pEkRdkj lHkh izfr; ... book and with this end in view all types of solved questions with a huge collection of practisable
operations andthesecond onebelongs toourancient mathsi e. ., Vedicmaths. In this book I have laid emphasis on my own approach of multiplication, because years of research in numeric maths I have found that I myself and mystudents find it comfortable as
Vedicmaths is helpful to software developers as it is more scientific than the normal system ... Vedic mathematics is part of four Vedas (books of wisdom). It is part of Sthapatya-Veda (book on civil engineering and architecture), which is an upa-veda (supplement) ...
I was instantly amazed by this book. It actually changed my life in ways I could have never predicted. As I read the book, ... The Vedic system is becoming more popular today. But at the same time, the educational establishment isn't quick to
(book on civil engineering and architecture), which is an upa-veda (supplement) of Atharva Veda. It gives ... Vedicmaths deals with several basic as well as complex mathematical operations. Especially, ...
seminal bookVedic Mathematics, wrote about this special use of sutras[7]. ... Vedic and conventional multipliers of different width. ... VedicMaths': facts and myths, One India One People, Vol 4/6, January 2001, pp. 20-21; (available on
Vedic Gods and their forms ... Goddess of vedic, music and book knowledge. She thus helps Lord Brahma in creation. Vedas are to be hea rd first and studied. ... *VedicMaths India *CSS2 *The Primal Revelation at the Heart of Civilization
All these methods are from CBSE, ICSE VEDICMATHS, NEPAL COUNTRY TEXT BOOKS. I hope this may be helpful to the student very much. Here more ... Diagram for concern problems can be copied from the text book. Title: X MATHEMATICS BT SHORT CUT METHOD
Vedic Mathematics Karishma P Dighorikar1, ... It is part of Sthapatya-Veda (book on civil engineering and architecture), which is an upaveda (supplement) of Atharva Veda. It gives explanation of several ... Vedicmaths has already crossed
It is part of SthapatyaVeda (book on civil engineering - and architecture), which is an upa-veda (supplement) of Atharva Veda. ... Vedicmaths deals with several basic as well as complex mathematical operations. Especially, methods of basic arithmetic are
converted to subtraction and addition operations using VedicMaths. Square of ... Vedic mathematics - a gift given to this world by the ancient ... (book on civil engineering and architecture), which is an upa-veda ... |
Brighton, CO Algebra 2These methods are usable not just for solving math problems you're dealing with right now, but can have an impact on your future in a variety of professions.Some say that algebra 1 is all about identifying and practicing techniques for setting up and solving problems that are "harder" than what y... |
All the books I can think of that would teach you the actual meat like concepts and equations are all college level textbooks. If this is what you are looking for and don't mind struggling some dense material at times I can give you a complete list when I get back to my apartment. |
The Math Lab
The mathematics department believes that a student learns mathematics by doing mathematics. To encourage active learning, our entry-level courses, Calculus 1 and 2, have a laboratory component. All of our laboratory sections are limited to sixteen students. Each week, students come to the mathematics lab, a room with tables rather than desks. The students sit around the tables and work intensely in groups to solve challenging problems. Laboratory activities may include material recently covered in class or it could be used to have students extend or generalize concepts. In any case, they are asked to use their mathematics, their graphing calculators and their writing skills to generate and communicate their solutions. In the laboratory they are active learners. The lab instructor serves as a mentor who replies to student questions with focused questions to try and help the student to discover the answers to their own questions.
In the second year the laboratory experience continues with Calculus 3. The philosophy remains the same but in this course we make use of the sixteen Apple workstations using the symbolic manipulator Mathematica. This sophisticated and powerful program can graph in two and three dimensions, solve equations, do differentiation and integration and is itself a programming language.
The elective course, Differential Equations, also has a lab component that uses Mathematica and some specialized software. Mathematics majors have twenty-four hour access to Roger Bacon Hall and the Mathematics Laboratory is always available for their use when there is no laboratory or class scheduled for the room. |
igonometry: A Unit Circle Approach
A proven motivator for readers of diverse mathematical backgrounds, this book explores mathematics within the context of real life using ...Show synopsisA proven motivator for readers of diverse mathematical backgrounds, this book explores mathematics within the context of real life using understandable, realistic applications consistent with the abilities of most readers. Graphing techniques are emphasized, including a thorough discussion of polynomial, rational, exponential, and logarithmic functions and conics. Chapter topics include Functions and Their Graphs; Trigonometric Functions; Analytic Trigonometry; Analytic Geometry; Exponential and Logarithmic Functions; and more. For anyone interested in trigonometry.Hide synopsis
Description:Good. Hardcover. May include moderately worn cover, writing,...Good. Hardcover. May include moderately worn cover, writing, markings or slight discoloration. SKU: 97803217165761716576 No dust jacket. Audience: General/trade. *NOTE* This is an...New. No dust jacket. Audience: General/trade. *NOTE* This is an annotated instructor's edition. It is the same as the student edition with the addition of exercise answers. That is the only way in which it differs. *NOTE*
Description:Good. Trigonometry: A Unit Circle Approach, Books a la Carte...Good. Trigonometry: A Unit Circle Approach, Books a la Carte Edition (9th Edition) This book is in Good condition. Buy with confidence. We ship from multiple location |
Alviso SAT endeavor to create a learning environment that meets the varied needs of students.Algebra 1 is the study of variables, equations, graphs, property of real numbers, writing and solving linear equations and functions, exponents and exponential functions, quadratic equations, polynomials, and conn |
This paper describes a Flash-based OSSLET that we have used at the United States Military Academy with first year calculus students as a vehicle for motivating vectors, matrices, and linear and affine transformations.
Learn to produce coastlines in 2D and mountains in 2D and 3D by adapting ideas related to the construction of fractals. Introductory mathematical issues in random number generation are discussed. Java applications allow
This collection of resources is designed to supplement a modern algebra course. They are designed to help students visualize many of the important concepts from a first semester undergraduate abstract algebra course. |
General
For both readers new to MATLAB programming and experienced users who want to expand their use of it for graphics. Explains the standard features and capabilities and many that are not described in the documentation. Covers common plotting techniques, handle graphics, color, animation, user interfaces, and generating output. A replacement 3.5" disk is included for the original flawed one. Submitted: Jul 26, 1999
By Finn Haugen, ISBN 82-91748-03-9 Intended for the beginning Simulink user, this book is suitable as anintroduction or as a reference to Simulink. Basic MATLAB skills are assumed.The author covers an the Simulink blocks, simulation from the menu, scripts,types of block diagram models, S-functions, operating points and linearization. Submitted: Dec 24, 2003
By Singiresu Rao. ISBN 0-13-089480-X. Written for undergraduate- and graduate-level engineering and science students, this book focuses on the fundamentals of numerical analysis while presenting the use of software packages to apply numerical methods. An introduction to MATLAB is provided in an appendix. In addition, each chapter has examples solved with MATLAB. Submitted: Apr 26, 2002
This text is intended for an introductory programming class or for use in a lab or by individuals. Key features of the text include coverage of the MATLAB language, use of MATLAB's math functions, discusses the use of MATLAB's graphic capabilities, presents problems not specific to a particular field, and contains indexes of predefined MATLAB programs and functions. Submitted: Jun 02, 2001
By Delores M. Etter, ISBN 0-13-519703-1 This book introduces engineering students to general problem-solving anddesign techniques through afive-step process that uses MATLAB. Each chapteris organized around a specific application - drawnfrom a variety of engineeringdisciplines - that illustrates a particular MATLAB capability. Chaptersincludecharacteristics of the MATLAB environment, MATLAB functions, matrix computations,symbolicmathematics, and numerical techniques. The text is designed as a modularintroduction to thebasics of MATLAB for use in any class requiring theuse of MATLAB. Submitted: Dec 24, 2003
Featuring a disk containing MATLAB scripts of functions and examples, this book explores using MATLAB for numerical methods and graphic visualization. It offers a complete tutorial of MATLAB, covering numerical methods with MATLAB and advanced three-dimensional graphics with color. Submitted: Aug 01, 1999
By Bogumila Mrozek & Zbigniew Mrozek, ISBN 83-7101-376-0 Written in Polish, this book provides an introduction to MATLAB 5.2 andSimulink 2.2. Some of the MATLAB features covered include multidimensionalarrays, cell arrays, structures, objects, debugging, profiling, graphics,Handle Graphics, GUIDE, MEX-files, Windows *.dll files, the MATLAB Compiler,the MATLAB engine, and ActiveX Automation and Dynamic Data Exchange. Simulinktopics covered include S-functions, creating new model libraries, andthe Simulink debugger. In addition, numerous other MathWorks productsare described such as Stateflow; the DSP, Fixed Point, and Power SystemBlocksets; and the Control System, System Identification, Neural Networks,Fuzzy Logic, Signal Processing, Optimization, and Partial DifferentialEquations Toolboxes. A description of fast prototyping and more than 40applications are provided in areas such as rail, aviation, robotics, heattransfer, and music. Submitted: Dec 24, 2003
Written for junior and senior-level undergraduates, this interactive CD-ROM text emphasizes learning through example with nearly 700 worked problems. This book is not focused toward one particular engineering or mathematics field, nor does it require previous programming experience. Topics covered include the MATLAB programming environment, MATLAB data types, vectors, functions, data files, and Handle Graphics. MATLAB is used to solve the numerous exercises and examples. Submitted: Aug 08, 2001
By M. Mokhtari & M. Marie, ISBN 2-287-59651-8 This book, written in French, can be used by engineering students, researchers,and practicing engineers. The first part of the book focuses on theoryunderlying fuzzy logic, neural networks, and adaptive filtering. The secondpart of the book shows how MATLAB, Simulink, and the Control System, SignalProcessing, Neural Network, and Fuzzy Logic Toolboxes can be applied inexamples drawn from industrial applications such as power amplification,electromagnetics, and telecommunications. An Appendix is included thatdiscusses how to create M-file S-functions and C-MEX S-functions, as wellas how to create masked blocks and subsystems. Submitted: Dec 24, 2003
This is the website of "Her Yonu Ile MATLAB" book, which is written in Turkish and published by Turmen Kitabevi. You can download all examples in the book. Also you can catch up the latest news, ask questions to authors or site users and even you can vote to polls. Submitted: Jul 03, 2004
By Finn Haugen, ISBN 82-91748-02-0 Written for the MATLAB beginner, this introductory book contains sectionson understanding MATLAB syntax, gathering data in the form of arrays,importing and exporting data from the MATLAB workspace, generating plots,and printing results. In addition, it covers writing your own M-filesand using built-in MATLAB functions, and the MATLAB help system. Submitted: Dec 24, 2003
By Delores M. Etter, ISBN 0-13-397688-2 Included in Prentice Hall's MATLAB Curriculum Series, this text can beused for an introductory engineering course or as a reference in advancedcourses. Presenting a consistent five-step problem-solving methodology,the author describes the computational and visualization capabilitiesof MATLAB, and illustrates the problem solving process through a varietyof engineering examples and applications. Topics covered include basicengineering computing and visualization, numerical techniques for solvinglinear equations, symbolic math, signal processing, and control systems.New to this edition is a section discussing the Internet, electronic mail,and the World Wide Web. Submitted: Dec 24, 2003
By Zhi-Yong Zhang / Rui-Zhen Liu & Zu-Ying Yang, ISBN 7-81012-702-0 Written in Chinese, this book provides students and professionals witha comprehensive tutorial on MATLAB. The book begins by illustrating featuresto help readers understand the special quality of MATLAB versus othersoftware packages. Next, it presents an introduction to MATLAB followedby chapters that cover detailed capabilities and techniques, includingtoolboxes, the MATLAB Notebook, Simulink, and programming. In addition,this book describes specific issues of using MATLAB on the Chinese softwareplatform. Submitted: Dec 24, 2003
By Tim Davis and Kermit Sigmon, ISBN 1-58488-523-8. This seventh edition extends the MATLAB Primer, covering the significant new features of MATLAB. This pocket book serves as a resource for students and engineers requiring a high-level introduction and handy reference to MATLAB. Sections covering the desktop changes, new features for developing M-files, the JIT accelerator, an easier way of importing Java classes, and the Symbolic Math Toolbox are included in this edition. Submitted: Dec 24, 2003
By M. Mokhtari & A. Mesbah, ISBN 3-540-62773-1 Written in French, this text provides an introduction to MATLAB and Simulink;and includes information about features introduced in MATLAB 5 and Simulink2. The book begins with command-line functionality and graphics, and progressesto advanced topics such as GUI-building and MEX-files. Finally, the discussionfocuses on the use of MATLAB, with applications drawn from numerical analysis,probability and statistics, classification and regression, process control,and signal processing. Submitted: Dec 24, 2003
By Henar Herrero. ISBN 84-699-3109-1. Written in Spanish, this book is intended for science and engineering students. Topics covered include linear algebra, calculus, interpolation, regression, and differential equations. Each chapter begins with real-world examples taken from chemistry, mechanics, and other areas. MATLAB is used to solve examples throughout the text. A MATLAB introductory chapter is also included. Submitted: Apr 26, 2002
By Bogumila Mrozek & Zbigniew Mrozek. ISBN 83-7101-449-X. Written in Polish, this book provides an introduction to MATLAB 6.1 and Simulink 4.1. The book begins with a description of the MATLAB environment, first steps in MATLAB programming, and Handle Graphics. Additional topics covered include various data types, ordinary and partial differential equations, nonlinear equations, statistics, and numeric differentiation. The Control System Toolbox, System Identification Toolbox, Optimization Toolbox, Symbolic Math Toolbox, C++ Math Library, C++ Graphics Library, MATLAB Web Server, and the MATLAB Runtime Server are introduced in later chapters. The final chapter describes Simulink and how to get started with block diagrams. A brief Stateflow description is also provided in this section. Submitted: Apr 26, 2002
By Tsutomu Oguni. ISBN 4-7819-0976-0. Written in Japanese, this book introduces MATLAB to describe the fundamental techinques and methods used in engineering and science. An introduction to basic MATLAB features, including the MATLAB language and graphics, is provided. MATLAB is used to solve problems in statistics, linear algebra, calculus, symbolic manipulation (using the Symbolic Math Toolbox), differential equations, chaos, fractals, and numerous other areas throughout the book. Submitted: Dec 24, 2003
Written in French and intended for engineering students, practicing engineers, and researchers, this book provides an introduction to MATLAB programming. The first section of the book contains nine chapters of exercises to provide a gradual and practical approach to learning MATLAB. The second part of the book describes the basics of the MATLAB language and can be used as a reference text. Submitted: Dec 17, 2000
By V.P. Dyakonov. ISBN 5-318-00004-5. Written in Russian, this book introduces Simulink and the Symbolic Math, Neural Network, Fuzzy Logic, Optimization, and Statistics Toolboxes. Descriptions of each toolbox and many application examples are provided. Submitted: Apr 26, 2002
By Finn Haugen, ISBN 82-91748-01-2 Intended for the beginning Simulink user, this book may be used as anintroduction or as a reference to Simulink. The book starts off describingMATLAB and gives an overview of the Simulink block libraries. Other topicsinclude simulation, integration with MATLAB, block manipulations, andS-functions. Submitted: Dec 24, 2003
Written in Hungarian, this textbook is intended for students of natural sciences and engineering. The book highlights numerical methods, graphics, statistics, MATLAB programming, and MATLAB toolboxes, including the Frequency Domain System Identification Toolbox. Submitted: Nov 10, 2001
By Tsutomu Oguni, ISBN 4-254-11073-1 Written in Japanese, this book may be used by the beginner or by the moreadvanced user as a reference book. The book focuses on Handle Graphicsand GUIs in MATLAB and contains numerous examples. Submitted: Dec 24, 2003
By Joe King, ISBN 0-201-35094-7 MATLAB 5.0 for Engineers, provides an introduction on how to use MATLAB5. The main goal of this MATLAB module is that you become competent atsolving and graphing the kinds of mathematical problems that you willlikely encounter as a lower-division engineering student. The problemscovered range from simple arithmetic to calculus. The secondary goalsare that you learn to enjoy MATLAB while also learning its range of capabilities. Submitted: Dec 24, 2003
By Tsutomu Oguni. ISBN 4-7819-0887-X. Written in Japanese, this book introduces the fundamental techniques of MATLAB and Mathematica. An introduction to MATLAB is provided. In addition, numerous examples are solved using MATLAB and the Symbolic Math Toolbox. Submitted: Apr 26, 2002
By James Dally & Stanley Reeves. ISBN 0-9700675-7-7 Written for first-year engineering students, this text presents the theory of engineering design and is meant to support students during a semester-long design project. Topics covered include project development processes, technical reports and design briefings, levels of risk, and engineering ethics. A MATLAB tutorial chapter is included for reference. Submitted: Apr 26, 2002
This text was designed for senior undergraduates in engineering and science, and practicing engineers and researchers interested in using computer-based instrumentation but with a limited knowledge in process monitoring software. The book covers the fundamental knowledge and practical solutions required to interface sensors with a PC using the new framework of virtual instrumentation. Numerous numerical and programming examples using MATLAB are included. Submitted: Jun 02, 2001
By Finn Haugen, ISBN 82-91748-00-4 Intended for the beginning MATLAB user, this book may be used as an introductionor as a reference to MATLAB. Topics include basic data treatment, thecommand-line editor, the workspace, matrix operations, writing M-files,data visualization, and toolboxes. Also included is an overview of MATLABbuilt-in commands and functions. Submitted: Dec 24, 2003
By Josef Hoffmann, ISBN 3-8273-1077-6 Written in German and intended for engineering students and practicingengineers, this book shows how to use MATLAB and Simulink to simulatedynamic systems in several application areas. The book begins with a tutorialand describes topics such as the simulation of mechanical and electromechanicalvibrating systems, control and optimal control systems, and pole placementand the design of analog and digital filters. MATLAB exercises are includedat the end of each chapter. Submitted: Dec 24, 2003
By Bogumila Mrozek & Zbigniew Mrozek, ISBN ISBN 83-7101-325-6 This book provides a clear and concise introduction to MATLAB and Simulink.The reader learns MATLAB through examples that are explained in the text.Many new features such as sparse matrices, Handle Graphics, GUIs, animationin MATLAB and Simulink, the ODE Suite, the MATLAB Notebook, the MATLABCompiler, and the C Math Library are covered in the text. Submitted: Dec 24, 2003
By V.P. Dyakonov, I.V. Abramenkova & V.V. Kruglov. ISBN 5-89251-091-3. Written in Russian, this book is a handbook to MATLAB 5.3. The book describes the interface, mathematical tools, and graphical visualization capabilities of MATLAB. Numerous examples of MATLAB applications are included throughout the book. In addition, chapters covering Simulink, the Symbolic Math Toolbox, the Fuzzy Logic Toolbox, the Neural Network Toolbox, and the Optimization Toolbox are included. Submitted: Apr 26, 2002
By Miroslaw Wcislik. ISBN 83-911200-3-1. Written in Polish, this book introduces the reader to the MATLAB environment and programming fundamentals. Topics covered include basic programming language constructs, matrix manipulation, compound data structures, and functions with variable argument numbers. There are also chapters devoted to basic numerical and graphical procedures implemented in MATLAB and object-oriented programming in MATLAB. Numerous examples are solved with MATLAB throughout the book. Submitted: Apr 26, 2002
An introduction to physical modeling using MATLAB, written for students with no prior programming experience. Focuses on using ode45 for systems of first and second order differential equations. Submitted: Apr 23, 2007 |
Math.NET aims to provide a self contained clean framework for symbolic mathematical (Computer Algebra System) and numerical/scientific computations, including a parser and support for linear algebra, complex differential analysis, system solving and more |
Elementary Algebra With Bca Tutorial, and Infotrac
9780534400415
ISBN:
0534400418
Publisher: Thomson Learning
Summary: Jerome Kaufmann and Karen Schwitters discuss algebra with clear and concise exposition, numerous examples, and plentiful problem sets. They reinforce the following common thread - learn a skill, use the skill to solve equations, and then apply this to solve application problems.
Kaufmann, Jerome E. is the author of Elementary Algebra With Bca Tutorial, and Infotrac, published under ISBN 9780534400415 and 053...4400418. Twenty four Elementary Algebra With Bca Tutorial, and Infotrac textbooks are available for sale on ValoreBooks.com, fourteen used from the cheapest price of $3.44, or buy new starting at $95.80.[read more |
Trigonometry (3rd Edition)
Book Description: Dugopolski's Trigonometry, Third Edition gives readers the essential strategies to help them develop the comprehension and confidence they need to be successful in this course. Readers will find enough carefully placed learning aids and review tools to help them do the math without getting distracted from their objectives. Regardless of their goals beyond the course, all readers will benefit from Dugopolski's emphasis on problem solving and critical thinking, which is enhanced by the addition of hundreds of exercises in this edition |
Mathematics for College Physics
9780131414273
ISBN:
0131414275
Pub Date: 2003 Publisher: Prentice Hall PTR
Summary: Designed for concurrent self-study or remedial math work for students in introductory courses, this text is ideal for students who find themselves unable to keep pace because of a lack of familiarity with necessary mathematical tools. It not only shows them clearly how mathematics is directly applied to physics, but discusses math anxiety in general and how to overcome it. Instead of a rigorous development of the con...cepts of mathematics (as is found in a typical math book), the text describes the various mathematical concepts and tools (including algebra, trigonometry, geometry, vectors, and statistics) and their direct use in solving physics problems. Almost all sections end with worked-out examples and exercises directly from introductory physics.
Das, Biman is the author of Mathematics for College Physics, published 2003 under ISBN 9780131414273 and 0131414275. Three hundred thirteen Mathematics for College Physics textbooks are available for sale on ValoreBooks.com, one hundred fourteen used from the cheapest price of $0.75, or buy new starting at $42 |
Integrated Algebra Grading Policies & Expectations
Students will be effective, reflective, and confident when working independently and collaboratively on math problems.Students will engage in authentic open-ended and/or multi-step problems, find and use appropriate resources to help solve problems, and be advocates for their own learning. Students will "make sense of problems and persevere in solving them" and "construct viable arguments and critique the reasoning of others" (Common Core Standards for Mathematical Practice).
Expectations:
Come to class everyday and be on time!
Come to class with your completed homework assignment.
Participate in class by taking notes, working with others to practice problems, and having a "can do" attitude!
Only one person speaks at a time and if I am speaking, you shouldn't be!
Come to class with all supplies.
Supplies:
graphing calculator (TI-84, TI-84 plus)
2 inch loose-leaf binder with dividers
Zippered pencil case
Pencils (No pens allowed)
2 Highlighters
Attendance:
Each block class covers 80 minutes of math material. Students need to be present in class to learn the material. In the event of a legal absence, students need to see me immediately upon their return to school to make up the lesson and homework.
Homework: Extended Practice
Homework is expected to be completed and on time. It is an essential piece to the learning process. Students will be given the opportunity to ask questions on the homework every day. Homework will be collected and graded at random.
Grading policies:
Your 10 week average is calculated using the points you have earned divided by the points possible multiplied by 100 to get your percent grade.
Quizzes and Tests:
Homework Drill – There will be a daily quiz based on all previous homework. Each quiz will be worth 5 points. There will be no make-ups, however, a student is allowed to miss up to 15 points without being penalized.
Quizzes are announced the previous class, but students should always be prepared and/or contact a student in their class if they are absent.
Tests are always announced the week before and students will often have a review assignment to help them prepare for the test.
Projects:
In addition to regularly scheduled homework assignments, students will have an opportunity to complete a problem solving task outside of the classroom. Students are usually given 10 -14 days to complete project assignments.
Regents reviews will be given throughout the year as a take home quizzes; they are worth 40 points.
Math support:
I am available to help students from 2:20 PM to 2:45 PM daily unless there is a faculty/department meeting.
Students should feel free to get help on homework, go over a lesson, get extra practice on a topic, etc.
There will be regular review sessions to help all students preparing for the Integrated Algebra Regent in June. The schedule will be sent home.
Communication:
Communication is the key to a successful relationship!
You will receive 5 week progress reports and then 10 week report card grades to let you know how your child is progressing.
ParentConnect is available for your convenience to check your child's test grades and homework status any time you wish! You may sign up for ParentConnect by filling out the form in the student handbook or calling Guidance.
Please feel free to contact me with any concerns about your child at (845) 256-4175 Voice mailbox: 69529. However, I do prefer emails. Visit the website: Click on High School, then Teachers, then Mrs. Kurzban. |
Elementary Algebra W/PAC-Now
9780495389606
ISBN:
0495389609
Edition: 4 Pub Date: 2008 Publisher: Cengage Learning
Summary: This text blends instructional approaches that include vocabulary, practice, and well-defined pedagogy, along with an emphasis on reasoning, modeling, and communication skills. With an emphasis on the 'language of algebra', the author's foster students' ability to translate English into mathematical expressions and equations.
Tussy, Alan S. is the author of Elementary Algebra W/PAC-Now, published 2008 under ...ISBN 9780495389606 and 0495389609. One hundred six Elementary Algebra W/PAC-Now textbooks are available for sale on ValoreBooks.com, sixty five used from the cheapest price of $1.00, or buy new starting at $46 |
The authors have been teaching a freshman-level computational science course for many years. Their experience has helped produce this excellent introduction to scientific computing. Richard Hamming's quote, "The purpose of computing is insight, not numbers," inspires both the book's title and its essence. The primary goal is to introduce students to fundamental, pervasive ideas of numerical computing. Along the way, MATLAB programs are written in accordance with these important ideas.
Object-oriented programming is top-down: big ideas are primary; they drive the nitty-gritty of implementation. The authors follow the same principle in organizing their text: They concentrate on the ideas of computing; MATLAB commands are introduced only to execute the ideas. So each of the fifteen chapters focuses not on a programming construct per se, but rather on a concept from scientific computing. In each of the two to four lessons that constitute the chapter, this concept is motivated through an example problem. (Sometimes multiple lessons build upon the same example.) Each lesson then unfolds as a gentle tutorial on how to solve the problem. As students grasp the nature of the problem, they are led to perceive also the nature of a solution approach. As students are coming to understand the nature of a solution, they consider the maneuvers required to implement the solution as an algorithm on a computer. As the form of this algorithm is becoming clear, the relevant MATLAB commands are introduced. By the end of the lesson, this top-down process has produced working MATLAB code that solves the problem. All of the MATLAB codes created in the lessons are available at the text's website.
As an example, in chapter 2 students are to approximate the value of π by tiling a disk of radius 10 with unit squares and then counting the number of squares that lie completely inside the disk (and dividing by 100). The several rows of disks to be counted prompt the idea of iterating through the rows. Once a fragment of pseudo-code is in hand, the MATLAB syntax for a for-loop is introduced. (Of course, the authors present other ideas along the way. For example, they speed up the program execution by counting only the squares in a quarter of the disk and then multiplying by four. They consider the error in using this square-counting method to approximate π. They generalize the radius of the disk to be any integer n. To obtain a better approximation for a given n, they consider various ways of counting squares that lie only partially inside the disk.)
Strengthening the book's conceptual focus are "Talking Points" at the end of many lessons. Some of these recapitulate and crystallize the lesson's idea in concise, often memorable prose. Others point to possible extensions of the lesson. These brief discussions encourage the student to think like a numerical analyst. The talking points are reinforced by an "Exit Interview," a two-page appendix of conceptual questions. Some examples: "A programmer working on a geometric problem complains about having to spend a lot of time figuring out how to handle situations near the boundary. Explain." "What makes the problem of grid generation challenging?" "What is a 'nearness' metric? Give several examples." "Quantify the efficiency difference between merge sort and insertion sort."
Though imparting insight is the driving force behind the book, MATLAB praxis is still very much in the foreground. Each chapter opens with a brief discussion to motivate the ideas and problems. The very next item is a "Programming Preview" that lists the concepts covered in the chapter, the MATLAB commands used, and pointers to MATLAB instructional videos found on the book's website. As reinforcement, each lesson's penultimate section is a "MATLAB Review," a summary of all the MATLAB commands used in the lesson. A section of MATLAB exercises caps the lesson. Easier exercises merely call for modifying the MATLAB scripts created in the lesson. More difficult exercises require new MATLAB code to be written. As many of the MATLAB problems treated in the lesson are stimulating and fun, most students will be eager to do the exercises.
Painlessly and seamlessly combining concept with praxis, the authors lead students to think numerically and to code their thinking in MATLAB. This book is a welcome resource, and I highly recommend it.
David A. Huckaby is an assistant professor of mathematics at Angelo State University. |
Science and Mathematics
A logical introduction to proof Daniel W. Cunningham. " It may also be beneficial as a supplement for students at the graduate level who need guidance or reference for writing proofs. Core topics covered are logic, sets, relations, functions, and induction, where logic is the instrument for analyzing the structure of mathematical assertions and is a tool for composing mathematical proofs. Exercises are given at the end of each section within a chapter. Chapter 1 focuses on propositional logic while Chapter 2 is devoted to the logic of quantifiers. Chapter 3 methodically presents the key strategies that are used in mathematical proofs; each presented as a proof diagram. Every proof strategy is carefully illustrated by a variety of mathematical theorems concerning the natural, rational, and real numbers. Chapter 4 focuses on mathematical induction and concludes with a proof of the fundamental theorem of arithmetic. Chapters 5 through 7 introduce students to the essential concepts that appear in all branches of mathematics. Chapter 8 introduces the basic structures of abstract algebra: groups, rings, quotient groups, and quotient rings. Finally, Chapter 9 presents proof strategies that explicitly show students how to deal with the fundamental definitions that they will encounter in real analysis, followed by numerous examples of proofs that use these strategies. The appendix provides a useful summary of strategies for dealing with proofs." -- Publisher's description. View details » Place a hold »
Bacteria : a very short introduction Sebastian G.B. Amyes. B View details » Place a hold » |
Description of Saxon Teacher: Algebra 1 by Saxon
Geared specifically toward the homeschool classroom, Saxon Algebra 1 is a college-prep course designed to build the mathematical foundation necessary for students to transition successfully into higher-level math courses.
This Teacher CD contains over 130 hours of content, including instruction for every part of every lesson and complete solutions for every example problem, practice problem, problem set, and test problem. Offers students helpful navigation tools within a customized player and is compatible with both Windows and Mac systems |
An excellent piece of work which demonstrates good understanding of volume of cuboids, drawing graphs, use of the formula for solving quadratic equations and substitution into algebraic expressions. Also a…
This is a very well structured investigation. The relationships are clearly described through written, numeric and algebraic explanation. There are specific strengths and improvements suggested throughout. …
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This is an incredibly well structured and demonstrated algebraic investigation. The staging of the investigation allows for the concepts to be developed throughout. Specific strengths and improvements are suggested…
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This is a very well structured investigation. All mathematical working is correct and appropriately tested throughout. Specific strengths and improvements are suggested throughout. This is a good example of…
Much like a master key, a pass in GCSE Maths will open a lot of doors for you; it will allow you to progress to A level studies in the Sciences, it will be one of the first subjects a potential employer will be looking for and you'll find it pretty difficult to gain a university place without it. If you want to go on to become a teacher then youll need that pass.
Maths enables you to improve your numerical skills, to think logically and to solve problems in stages. It helps you to reason and to recognise reasonable estimated answers before and after your calculations.
If you want to gain confidence in getting that C grade, the Smart Maths tool allows you to answer questions in easy steps with teacher feedback if you go wrong. Marked by Teachers also has over 3000 answer examples from which you'll pick up a strong level of awareness of how to approach those examination questions. |
emporary's popular Pre-GED Satellite Series activities within the text and lots of visual aids provide detailed practice and instruction.
Pre-GED Mathematics will give your students the basic skills needed to succeed in their study toward a GED. The book begins with adding whole numbers and other simple operations. Problem solving is a skill students will spend extra time on through activities and exercises. Pre-GED Mathematics provides many real-life problems with easy application to everyday usage. Alternative format responses are also included in this text as well as activities for the Casio fx-260, the only calculator that can be used on the GED exam.
{"currencyCode":"USD","itemData":[{"priceBreaksMAP":null,"buyingPrice":21.38,"ASIN":"0072527609","isPreorder":0},{"priceBreaksMAP":null,"buyingPrice":21.72,"ASIN":"0072527595","isPreorder":0}],"shippingId":"0072527609::XaE8nVbB8OSNm7IphvsXmDULbvPNcOAT1OQajzJRDPGNWj%2FV0zDqyA6%2FL8XU1fmY7Aw1tSJnsAdoOWwlenV23Xj2N8iGT7JXGdm5FpfoJ9o%3D,0072527595::wdwSX%2FoBTKhpi%2FVLM8In9q22IbLZczNahul2C7DaNUxru%2FWCEixl4d%2FfGZiWmbNL7lLQUf73CFpSe2GPAJE1FPU0I50%2FK0F%2BmJjk9E77QMy ESL literacy student and I have tried several math workbooks, but this is by far the best for preparing-to-prepare for the GED. It doesn't require the 6th grade reading skills of actual GED-level workbooks. It clearly, logically explains basic concepts underlying numbers that many of us take for granted, and gives students plenty of opportunity to practice and test their understanding of them. It also gives students practice putting answers into the GED answer grid. Many low literacy students are better at math than language skills, and this book helps them progress in math without being held back if they're still reading at a 3rd grade level. Each page is clearly laid out, with clear type and lots of white space--easy for low literacy adults to follow. The tips highlighted in blue are also helpful.
This book is a really useful and helpful book. In fact the technical college I went to uses this same book in their adult education class. So for those of you that are going back for your GED I recommend this book. It really helped me. |
Little Falls, NJ CalculusPrealgebra
Discussion of the subject will start from the real number system. Addition, subtraction, multiplication and division will follow, using signed numbers including integers. Fractions, decimals, exponents, graphs,and first order variable expression/equation will be considered.
...The word 'algebra' is actually derived from the name of the Arabic method presented in a textbook written in Baghdad about 1200 years ago. Most students are familiar with solving for the unknown in basic arithmetic. Algebra takes this a step further by offering a sytematic way of solving real-life problems and calculating unknown quantities. |
Integrated Math - Goals and Objectives
Integrated Math was designed to guide you through an exploration of
integers, rational numbers, equations, inequalities, functions, and geometry as
the relate to algebraic thinking. Problem solving serves as a unifying strand.
The overall goal in this course is to not only explore all of these topics, but
to make you (the student), more comfortable with mathematics in general. This
course will prepare you for subsequent math courses you may elect to take in the
future.
Overview : By the end of Integrated
Math, you should be
able to:
Use problem solving strategies to solve a variety of different problem
types |
MIT OpenCourseWare: New Courses in MathematicsNew courses in Mathematics from MIT OpenCourseWare, provider of free and open MIT course materials.
2014-04-16T12:15:17+05:00
18.821 Project Laboratory in Mathematics (MIT)Project Laboratory in Mathematics is a course designed to give students a sense of what it's like to do mathematical research. In teams, students explore puzzling and complex mathematical situations, search for regularities, and attempt to explain them mathematically. Students share their results through professional-style papers and presentations.
This course site was created specifically for educators interested in offering students a taste of mathematical research. This site features extensive description and commentary from the instructors about why the course was created and how it operates.
Miller, HaynesStapleton, NatGlasman, SaulRuff, Susan2014-01-30T14:42:35+05:0018.821en-USmathematicsresearchcommunicationwritingpresentingLaTeXteamwork Nonlinear Dynamics I: Chaos (MIT)This course provides an introduction to nonlinear dynamics and chaos in dissipative systems. The content is structured to be of general interest to undergraduates in engineering and science.
Chumakova, Lyubov2014-01-08T16:40:41+05:0018.353J2.050J12.006Jen-USnonlinear dynamicschaosdissipative systemsfree oscillatorsforced oscillatorsnonlinear phenomenabifurcation theory Interfacial Phenomena (MIT)This graduate-level course covers fluid systems dominated by the influence of interfacial tension. The roles of curvature pressure and Marangoni stress are elucidated in a variety of fluid systems. Particular attention is given to drops and bubbles, soap films and minimal surfaces, wetting phenomena, water-repellency, surfactants, Marangoni flows, capillary origami and contact line dynamics.
Bush, John W. M.2013-08-06T15:47:35+05:0018.357en-USfluid dynamicsfluid mechanicsinterfacial phenomenawater-repellencysurfactantsMarangoni flowscapillary origamicontact line dynamicstears of wine Category Theory for Scientists (MIT)The goal of this class is to prove that category theory is a powerful language for understanding and formalizing common scientific models. The power of the language will be tested by its ability to penetrate into taken-for-granted ideas, either by exposing existing weaknesses or flaws in our understanding, or by highlighting hidden commonalities across scientific fields.
Spivak, David I.2013-07-02T11:29:17+05:0018.S996en-USSetsfunctionscommutative diagramsproductscoproductsfinite limitsmonoidsgroupsgraphsordersschemasinstancesdatabasescategoriesfunctorsmathematicsnatural transformationslimitscolimitsadjoint functorsmonadsoperadsisomorphismmolecular dynamicsolog Modern Algebra (MIT)This undergraduate course focuses on traditional algebra topics that have found greatest application in science and engineering as well as in mathematics.
McKernan, James2013-06-26T01:17:39+05:0018.703en-USalgebragroup theoryfinite groupsring theoryunique factorizationEuclidean ringsfield theoryfinite fields Real Analysis (MIT)This course covers the fundamentals of mathematical analysis: convergence of sequences and series, continuity, differentiability, Riemann integral, sequences and series of functions, uniformity, and the interchange of limit operations. It shows the utility of abstract concepts and teaches an understanding and construction of proofs. MIT students may choose to take one of three versions of Real Analysis; this version offers three additional units of credit for instruction and practice in written and oral presentation.The three options for 18.100:Option A (18.100A) chooses less abstract definitions and proofs, and gives applications where possible.OptionOption C (18.100C) is a 15-unit variant of Option B, with further instruction and practice in written and oral communication. This fulfills the MIT CI requirement.
Seidel, Paul2013-04-11T13:35:39+05:0018.100Cen-USmathematical analysisArchimedean principledecimal expansionCauchy-Schwarzmetric spacesopen subsetsEuclidean spaceconvergent sequencessubsequential limitsinverse functionsStone-Weierstrass theoremtheory of integrationRiemann-Stjeltjes integralFourier series To MATLAB Programming (MIT)This course is intended to assist undergraduates with learning the basics of programming in general and programming MATLAB® in particular.
Farjoun, Yossi2013-01-28T16:12:18+05:0018.S997en-USMATLAB,programmingvariablesplottingscriptsfunctionsflow controlstatisticsdata structuresimagesvectorsmatricesroot-findingNewton's MethodSecant MethodBasins of AttractionConway Game of LifeGame of Lifevectorizationdebuggingscopefunction block Theory of Numbers (MIT)This course is an elementary introduction to number theory with no algebraic prerequisites. Topics covered include primes, congruences, quadratic reciprocity, diophantine equations, irrational numbers, continued fractions, and partitions.
Kumar, Abhinav2013-01-22T16:45:18+05:0018.781en-USprimesdivisibilityfundamental theorem of arithmeticgcdEuclidean algorithmcongruencesChinese remainder theoremHensel's lemmaprimitive rootsquadratic residuesreciprocityarithmetic functionsDiophantine equationscontinued fractions Analysis (MIT)Analysis I (18.100) in its various versions covers fundamentals of mathematical analysis: continuity, differentiability, some form of the Riemann integral, sequences and series of numbers and functions, uniform convergence with applications to interchange of limit operations, some point-set topology, including some work in Euclidean n-space. MIT students may choose to take one of three versions of 18.100: Option A (18.100A) chooses less abstract definitions and proofs, and gives applications where possible. Option Option C (18.100C) is a 15-unit variant of Option B, with further instruction and practice in written and oral communication.
Mattuck, Arthur2013-01-16T10:12:26+05:0018.100Aen-USmathematical analysisestimationslimit of a sequencelimit theoremssubsequencescluster pointsinfinite seriespower serieslocal and global propertiescontinuityintermediate-value theoremconvexityintegrabilityRiemann integralcalculusconvergenceGamma functionStirlingquantifiers and negationLeibnizFubiniimproper integralsLebesgue integralmathematical proofsdifferentiationintegration Parallel Computing (MIT)This is an advanced interdisciplinary introduction to applied parallel computing on modern supercomputers. It has a hands-on emphasis on understanding the realities and myths of what is possible on the world's fastest machines. We will make prominent use of the Julia Language software project.
Edelman, Alan2012-12-21T14:42:47+05:0018.337J6.338Jen-USdense linear algebrasparse linear algebraN-body problemsmultigridfast-multipolewaveletsFourier transformspartitioningmesh generationapplications oriented architectureparallel programming paradigmsMPIdata parallel systemsStar-Pparallel Pythonparallel Matlabgraphics processorsvirtualizationcachesvector processorsVHLLsVery High Level LanguagesJulia programming languagedistributed parallel execution Numerical Analysis (MIT)This course analyzed the basic techniques for the efficient numerical solution of problems in science and engineering. Topics spanned root finding, interpolation, approximation of functions, integration, differential equations, direct and iterative methods in linear algebra.
Demanet, Laurent2012-12-14T16:24:02+05:0018.330en-USseries expansionsroot findinginterpolationFourier transformapproximation functionsleast-squares approximationprincipal component analysis Seminar in Topology (MIT)This course is a seminar in topology. The main mathematical goal is to learn about the fundamental group, homology and cohomology. The main non-mathematical goal is to obtain experience giving math talks.
Snowden, Andrew2012-12-13T09:13:53+05:0018.904en-USstudent lecturesmath writingtopologyfundamental groupcovering spacescommunicationoral communicationmathematical writing Partial Differential Equations (MIT)This course introduces three main types of partial differential equations: diffusion, elliptic, and hyperbolic. It includes mathematical tools, real-world examples and applications.
Speck, Jared 2012-06-28T08:14:02+05:0018.152en-USdiffusionelliptichyperbolicpartial differential equationInitial and boundary value problems for ordinary differential equationsSturm-Liouville theory and eigenfunction expansionsinitial value problemswave equation;heat equationDirichlet problemLaplace operator and potential theoryBlack-Scholes equationwater wavesscalar conservation lawsfirst order Differential Equations (MIT)Mattuck, ArthurMiller, HaynesOrloff, JeremyLewis, John2012-02-08T14:08:08+05:0018.03SCen-USOrdinary Differential EquationsODEmodeling physical systemsfirst-order ODE'sLinear ODE'ssecond order ODE'ssecond order ODE's with constant coefficientsUndetermined coefficientsvariation of parametersSinusoidal signalsexponential signalsoscillationsdampingresonanceComplex numbers and exponentialsFourier seriesperiodic solutionsDelta functionsconvolutionLaplace transform methodsMatrix systemsfirst order linear systemseigenvalues and eigenvectorsNon-linear autonomous systemscritical point analysisphase plane diagrams Linear Algebra (MIT)This course covers matrix theory and linear algebra, emphasizing topics useful in other disciplines such as physics, economics and social sciences, natural sciences, and engineering.
Strang, Gilbert2012-01-24T16:18:50+05:0018.06SCen-USmatrix theorylinear algebrasystems of equationsvector spacesdeterminantseigenvaluessimilaritypositive definite matricesleast-squares approximationsstability of differential equationsnetworksFourier transformsMarkov processes Multivariable Calculus with Theory (MIT)This course is a continuation of 18.014. It covers the same material as 18.02 (Multivariable Calculus), but at a deeper level, emphasizing careful reasoning and understanding of proofs. There is considerable emphasis on linear algebra and vector integral calculus.
Breiner, Christine2011-12-08T10:51:15+05:0018.024en-USlinear algebravector integral calculusCalculus of several variablesVector algebra in 3-spacedeterminantsmatricesVector-valued functions of one variablespace motionScalar functions of several variablespartial differentiationgradientoptimization techniquesDouble integrals and line integrals in the planeexact differentials and conservative fieldsGreen's theorem and applicationstriple integralsline and surface integrals in spaceDivergence theoremStokes' theoremapplicationsMIT OpenCourseWare within individual OCW courses is (c) by the individual authors unless otherwise noted. MIT OpenCourseWare materials are licensed by the Massachusetts Institute of Technology under a Creative Commons License (Attribution-NonCommercial-ShareAlike). For further information see Probability and Random Variables (MIT)This course introduces students to probability and random variables. Topics include distribution functions, binomial, geometric, hypergeometric, and Poisson distributions. The other topics covered are uniform, exponential, normal, gamma and beta distributions; conditional probability; Bayes theorem; joint distributions; Chebyshev inequality; law of large numbers; and central limit theorem.
Sheffield, Scott2011-12-07T11:34:46+05:0018.440en-USProbability spacesrandom variablesdistribution functionsBinomialgeometrichypergeometricPoisson distributionsUniformexponentialnormalgamma and beta distributionsConditional probabilityBayes theoremjoint distributionsChebyshev inequalitylaw of large numbersand central limit theorem II (MIT)This undergraduate level course follows Algebra I. Topics include group representations, rings, ideals, fields, polynomial rings, modules, factorization, integers in quadratic number fields, field extensions, and Galois theory.
Artin, Michael2011-10-28T12:57:09+05:0018.702en-USSylow theoremsGroup Representationsdefinitionsunitary representationscharactersSchur's LemmaRings: Basic DefinitionshomomorphismsfractionsFactorizationunique factorizationGauss' Lemmaexplicit factorizationmaximal idealsQuadratic Imaginary IntegersGauss Primesquadratic integersideal factorizationideal classesLinear Algebra over a Ringfree modulesinteger matricesgenerators and relationsstructure of abelian groupsRings: Abstract Constructionsrelations in a ringadjoining elementsFields: Field Extensionsalgebraic elementsdegree of field extensionruler and compasssymbolic adjunctionfinite fieldsFields: Galois Theorythe main theoremcubic equationssymmetric functionsprimitive elementsquartic equationsquintic I (MIT)This undergraduate level Algebra I course covers groups, vector spaces, linear transformations, symmetry groups, bilinear forms, and linear groups.
Artin, Michael2011-10-28T12:56:15+05:0018.701en-USGroup TheoryLinear AlgebraGeometrygroupsvector spaceslinear transformationssymmetry groupsbilinear formslinear groups Calculus of Several Variables (MIT)This is a variation on 18.02 Multivariable Calculus. It covers the same topics as in 18.02, but with more focus on mathematical concepts.
McKernan, James2011-06-08T13:16:40+05:0018.022en-USvector algebradeterminantmatrixmatricesvector-valued functionsspace motionscalar functionspartial differentiationgradientoptimization techniquesdouble integralsline integralsexact differentialsconservative fieldsGreen's theoremtriple integralssurface integralsdivergence theoremStokes' theoremgeometryvector fieldslinear algebra |
ALEX Lesson Plans
Title: Parent Functions and Their Children
Description:
InStandard(s):) Title: Parent Functions and Their Children Description: In
Title: Investigating Parabolas in Standard Form
Description:
Students AL2 (9-12) 17: Identify zeros of polynomials when suitable factorizations are available, and use the zeros to construct a rough graph of the function defined by the polynomial. [A-APR), or Technology Education (9 - 12) Title: Investigating Parabolas in Standard Form Description: Students
Title: I'm Lovin' It: Finding Areas Between Curves
Description:
Students
Subject: Mathematics (9 - 12) Title: I'm Lovin' It: Finding Areas Between Curves Description: Students
Title: We Are Family (Analyze Families of Functions)
Description:
Students 23: Rearrange formulas to highlight a quantity of interest, using the same reasoning as in solving equations. [A-CED4] [MA2013] ALT (9-12) 15: Understand that polynomials form a system analogous to the integers; namely, they are closed under the operations of addition, subtraction, and multiplication; add, subtract, and multiply polynomials. [A-APR1]
Subject: Mathematics (9 - 12) Title: We Are Family (Analyze Families of Functions) Description: Students
Title: "Woody Sine"
Description:
The studentsStandard(s): 37: Understand radian measure of an angle as the length of the arc on the unit circle subtended by the angle. [F-TF1] [MA2013] ALT (9-12) 38: Explain how the unit circle in the coordinate plane enables the extension of trigonometric functions to all real numbers, interpreted as radian measures of angles traversed counterclockwise around the unit circle. [F-TF2] [MA2013] ALT (9-12) 40: Choose trigonometric functions [MA2013] PRE (9-12) 30: (+) Use the unit circle to explain symmetry (odd and even) and periodicity of trigonometric functions. [F-TF4]
Subject: Mathematics (9 - 12) Title: "Woody Sine" Description: The students
Title: Technology for Displaying Trigonometric Graph Behavior: Sine and Cosine
Description:
After
Title: Exponential Growth and Decay
Description:
ThisStandard(s): [MA2013] AL1 (9-12) 7: Interpret expressions that represent a quantity in terms of its context.* [A-SSE1] [MA2013] AL1 (9-12) 9: Choose and produce an equivalent form of an expression to reveal and explain properties of the quantity represented by the expression.* [A-SSE 39: Observe, using graphs and tables, that a quantity increasing exponentially eventually exceeds a quantity increasing linearly, quadratically, or (more generally) as a polynomial function. [F-LE3 ALC (9-12) 3: Use formulas or equations of functions to calculate outcomes of exponential growth or decay. (Alabama) [MA2013] ALT (9-12) 12: Interpret expressions that represent a quantity in terms of its context.* [A-SSE
Thinkfinity Lesson Plans
Title: What's the Function?
Description:
This
Standard(s): [MA2013] AL1 (9-12) 40: Interpret the parameters in a linear or exponential function in terms of a context. [F-LE5 Title: What's the Function? Description: This Thinkfinity Partner: Illuminations Grade Span: 9,10,11,12
Title: Do You Hear What I Hear?
Description:
In this lesson, from Illuminations, students explore the dynamics of a sound wave. Students use an interactive Java applet to view the effects of changing the initial string displacement and the initial tension.
Standard(s): [S1] (8) 12: Classify waves as mechanical or electromagnetic. [S1] PHS (9-12) 9: Compare methods of energy transfer by mechanical and electromagnetic waves. [S1] PHY (9-12) 6: Describe wave behavior in terms of reflection, refraction, diffraction, constructive and destructive wave interference, and the Doppler effect. 45: Represent data on two quantitative variables on a scatter plot, and describe how the variables are related. [S-ID6 31: Write a function defined by an expression in different but equivalent forms to reveal and explain different properties of the function. [F-IF8] [MA2013] ALT (9-12) 32: Compare properties of two functions each represented in a different way (algebraically, graphically, numerically in tables, or by verbal descriptions). [F-IF9] [MA2013] ALT (9-12) 33: Write a function that describes a relationship between two quantities.* [F-BF1 40: Choose trigonometric functions
Subject: Mathematics,Science Title: Do You Hear What I Hear?,Science Title: Sound Wave Description: This student interactive, from Illuminations, helps students understand the mathematical models used to represent sound. Students come to understand the origins of the terms pitch, tone, frequency, and intensity, as well as explore the dynamics of a sound wave. Thinkfinity Partner: Illuminations Grade Span: 9,10,11,12 |
I really like pretty much all Dover's serie on Mathematics and this is one of the best books in the collection. It is concise and it might require a knowledge of basic Mathematics but it covers really important topics such as random variables, limit theorems and MCMC with enough details. The book is a revised translation of Y,A Rozanov's original book. I deeply suggest to anyone who want a good introduction on the topic of modern probability theory. |
More About
This Textbook
Overview
As algebra becomes more widely used in a variety of applications and computers are developed to allow efficient calculations in the field, so there becomes a need for new techniques to further this area of research. Gröbner Bases is one topic which has recently become a very popular and important area of modern algebra. This book provides a concrete introduction to commutative algebra through Gröbner Bases. The inclusion of exercises, lists of further reading and related literature make this a practical approach to introducing Gröbner Bases. The author presents new concepts and results of recent research in the area allowing students and researchers in technology, computer science and mathematics to gain a basic understanding of the technique. A first course in algebra is the only prior knowledge required for this introduction. Chapter titles include:
* Monomial ldeas
* Gröbner Bases
* Algebraic Sets
* Solving Systems of Polynomial Equations
* Applications of Gröbner Bases
* Homogeneous Algebra
* Hilbert Series
* Variations of Gröbner Bases
* Improvements to Buchberger's Algorithms
* Software
Editorial Reviews
Booknews
A text for a course introducing commutative algebra through Gr<:o>bner bases to students of math, technology, and computer science who have finished a first course in algebra containing complex numbers and some elementary linear algebra. Emphasizes constructiveness above abstraction, offers examples for new concepts and results, and keeps the treatment elementary in order to remain accessible to a wide audience |
Summary: A text for a precalculus course for students who have completed a course in intermediate algebra or high school algebra II, concentrating on topics essential for success in calculus, with an emphasis on depth of understanding rather that breadth of coverage. Linear, exponential, power, and periodic functions are introduced first, then polynomial and rational functions, with each function represented symbolically, numerically, graphically, and verbally. Contains many ...show moreworked examples and problems using real world data. Can be used with any technology for graphing functions.
From the Calculus Consortium based at Harvard University, this comprehensible book prepares readers for the study of calculus, presenting families of functions as models for change. These materials stress conceptual understanding and multiple ways of representing mathematical ideas. ...show less
2003 Paperback Fair 2nd edition This is a used book. It may contain highlighting/underlining or the book may show heavier signs of wear. It may also be ex-library or without dustjacket. All orders ...show moreare shipped the same or the next day |
Salient Features Mathematical logic, fundamental concepts, proofs and mathematical induction (Chapter 1) Set theory, fundamental concepts, theorems, proofs, Venn diagrams, product of sets, application of set theory and fundamental products (Chapter 2) An introduction to binary relations and concepts, graphs, arrow diagrams, relation matrix, composition of relations, types of relation, partial order relations, total order relation, closure of relations, poset, equivalence classes and partitions. (Chapter 3) An introduction to functions and basic concepts, graphs, composition of functions, floor and ceiling function, characteristic function, remainder function, signum function and introduction to hash function. (Chapter 4) The algebraic structure includes group theory and ring theory. Group theory includes group, subgroups, cyclic group, cosets, homomorphism, introduction to codes and group codes and error correction for block code. The ring theory includes general definition, fundamental concepts, integral domain, division ring, subring, homomorphism, an isomorphism and pigeonhole principle (chapters 5, 6 and 7) A treatment of Boolean algebras that emphasizes the relation of Boolean algebras to combinatorial circuits. (Chapter 8) An introduction to lattices and basic concepts (Chapter 9) A brief introduction to graph theory is discussed. Elements of graph theory are indispensable in almost all computer science areas. Examples are given of its use in such areas as minimum spanning tree, shortest path problems (Dijkastra's algorithm and Floyd-Warshall algorithm) and traveling salesman problem. The computer representation and manipulation of graphs are also discussed so that certain important algorithms can be included(chapters 10 and 11) A strong emphasis is given on understanding the theorems and its applications Numbers of illustrations are used throughout the book for explaining the concepts and its applications. Figures and tables are used to illustrate concepts, to elucidate proofs and to motivate the material. The captions of these figures provide additional explanation. Besides this, a number of exercises are given for practice less |
Mathcad for beginners
Which system of computer mathematics is better or worse is the eternal question and requires hours of discussion. Therefore here we shall define the peculiarities of Mathcad, which can influence the user choice.
Immense popularity and a huge number of users.
Mathematical pack Mathcad is simple to use and easy to learn due to the adequacy of functions and operators in use to the traditional ways of writing mathematical expressions.
A big number of printed materials and video courses on Mathcad.
Mathcad is widely applied for solving problems in various fields of study. Textbooks on Mathcad in use for solving problems of higher mathematics, information science, theoretical mechanics, and strength of materials, etc. have been published.
Mathcad can be successfully used both by school students for solving elementary mathematics problems and professional programmers, mathematicians, physicians in their scientific research.
Possibility of export and import of data between Mathcad and other Windows-based applications.
Continuous development and updating of Mathcad due to the efficient rise of new versions |
First Course in Mathematics Modeling - With CD - 4th edition
Summary: Offering a solid introduction to the entire modeling process, A FIRST COURSE IN MATHEMATICAL MODELING, 4th Edition delivers an excellent balance of theory and practice, and gives you relevant, hands-on experience developing and sharpening your modeling skills. Throughout, the book emphasizes key facets of modeling, including creative and empirical model construction, model analysis, and model research, and provides myriad opportunities for practice. The authors apply a proven six-ste...show morep problem-solving process to enhance your problem-solving capabilities -- whatever your level. In addition, rather than simply emphasizing the calculation step, the authors first help you learn how to identify problems, construct or select models, and figure out what data needs to be collected. By involving you in the mathematical process as early as possible -- beginning with short projects -- this text facilitates your progressive development and confidence in mathematics and modeling. ...show less
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signal processing concepts have been successfully taught in the lower division for the past ten years and now have been introduced into an engineering course designed for juniors and seniors in high school. This hands-on curriculum allows students to do real time audio, video, and communication projects using a board similar to a Texas Instruments DSK and a block diagram based development tool. The infinity curriculum, supported with a text book using precalculus mathematics, allows students to gain experience with basic concepts of DSP that they will study later with more rigor if they choose to major in engineering. The course has been adopted by over eighty high schools and has been taught in some high schools for three years. |
ALEKS - Details
MCTC ALEKS Math Courses
Math 77, "Beginning
Algebra with ALEKS", Math 88, "Intermediate Algebra with ALEKS", and Math 1116, "College Algebra with ALEKS" provide an
alternate, self-directed way to learn mathematics using ALEKS,
a Web-based math assessment and learning system. Math 77 and 88 cover math
content similar to what is covered in Math 60, Math 70, and Math 80, and Math 1116 covers math content similar to what is covered in Math 1110. But, all of these courses use a very different course format. Before beginning one of these courses, the
student takes an ALEKS assessment in that course. The ALEKS assessment results
in the creation of an individual study plan for the student in the course. The content of each student's
study plan will also determine the number of credits the student will register
for in the course. In
the classroom, each student learns math concepts using ALEKS as a learning
tool along with the guidance of the instructor. For Math 77 and 88, it is possible for a student to register in
both courses in a single semester – in this case, a student spends the first portion of the semester completing Math 77 and the last portion completing Math 88.
What is ALEKS?
It is
an online assessment and learning system which you will use in these courses to
learn course material.See this for more
information:
It is
recommended that you look at the "See ALEKS in Action" video and the "ALEKS
IM-2 Tour" available on the above page.
Who should take these courses?
You
will need to be a self-motivated, independent learner to be successful in these
courses. ALEKS will provide every student with an individualized study plan of
topics to be learned and will offer each student choices on what to learn next.
Unlike traditional math courses in which all students are learning the same
topics at the same time, most students in the ALEKS courses will be learning
different topics at any given time.
NOTE: Since ALEKS will be the primary learning
tool for the courses, you will need access to a computer with fast internet
access to do homework for these courses.
I want to finish taking my developmental math courses quickly. Are Math 77 and 88 the courses for me?
A common misconception about Math 77 and Math 88 is that these courses are intended to expedite a student's progress through developmental math. Although it is possible for a student to take both Math 77 and Math 88 in one semester, it is very difficult for most students to successfully complete both courses in one semester. The intent of these courses is to offer students a very different, self-directed way to learn developmental math. As with the traditional developmental math courses, student success in Math 77 and Math 88 is closely correlated to the time and effort the student devotes to learning the course material.
How the new MCTC ALEKS developmental math approach will
work
The student will first take the
Accuplacer math placement exam at MCTC. If the student places below college
level math (and not into ABE math), the student will have two options:
The MCTC ALEKS Beginning Algebra
course, Math 77, covers the material that is now covered in Math 60 and Math 70
and more. The MCTC ALEKS Intermediate Algebra course, Math 88, covers the
material that is now covered in Math 80 and more.
The ALEKS assessment
Students interested in taking either
Math 77, Math 88, or Math 1116 will need to take an ALEKS assessment before enrolling in either course. These assessments will determine an individual study plan for the
student for each course. In addition, the assessments will determine the number of credits of the student can register for in each course. Math 77 or Math 88 are variable 1-5 credit courses while Math 1116 is a variable credit 1-4 credit course.
Students will need to take the ALEKS assessments on campus at a designated location.
NOTE: See the "ALEKS - Assessments" link to the left for more details on the ALEKS assessment process.
NOTE:ALEKS assessments taken in a
previous semester will not carry over to a subsequent semester.
Registering for Math 77 and Math 88
Math 77 and Math 88 each
consist of a specific number of topics. Based on how the student
performs on a course's ALEKS assessment (i.e., how many of the concepts the
student needs to master), the student will be instructed to enroll in Math 77
and Math 88 at 1-5 credit levels, as
follows:
1
credit: 1-20% concepts needed
2
credits: 21-40% concepts needed
3
credits: 41-60% concepts needed
4
credits: 61-80% concepts needed
5
credits: 81-100% concepts needed
At the beginning of a semester, a student entering
the ALEKS developmental course sequence for the first time may assess and register for Math 77 alone, or the student
may assess and register for Math 77 and declare her/his intention of also taking Math 88 in the same semester. For a student planning to take both courses in the same semester, the student will assess and register in Math 77 and then be given an accelerated plan for completing Math 77. When the student completes Math 77, she/he will then assess and register in Math 88, and then spend the remainder of the semester completing Math 88.
A student who passed Math 77 in a
previous semester may assess and register for Math 88.
As noted above, a student's ALEKS assessment results will determine the number of credits of Math 77 or Math 88 that a student will be allowed to register for (1-5 credits). If a student registers at an incorrect credit level, the instructor of the course will inform the student of the mistake and request that the student correct it. If the
student does not make the correction, the instructor will contact the MCTC
Registrar to resolve the problem.
Registering for Math 1116
Based on how the student performs on the Math 1116 ALEKS assessment (i.e., how many of the concepts the student needs to master), the student will be instructed to enroll in Math 1116 at 1-4 credit levels, as follows:
1 credit: 1-16% concepts needed
2 credits: 17-33% concepts needed
3 credits: 34-49% concepts needed
4 credits: 50-100% concepts needed
As with Math 77 or 88, if a student registers into Math 1116 at an incorrect credit level, the instructor of the course will inform the student of the mistake and request that the student correct it. If the student does not make the correction, the instructor will contact the MCTC Registrar to resolve the problem.
Do
I need to purchase an ALEKS access code to use ALEKS?
When you take the ALEKS initial assessment at the Learning Center, you will be given a
temporary ALEKS access code that will allow you to take the assessment. Once you have registered for the appropriate ALEKS math course, you will need to purchase a longer ALEKS access code
(either an 18-week or 40-week code) once the course begins. The ALEKS access
code may be purchased at the MCTC bookstore or may be purchased online from
ALEKS.
After I purchase an ALEKS access code from
the MCTC bookstore, how do I log back into ALEKS?
For students who have only used
ALEKS at the Learning Center when you took the ALEKS initial
assessment, follow these steps:
Go to the
ALEKS website and click on the link marked "NEW USER – SIGN UP
NOW".
When asked
to enter a course code, enter the course code associated with the section
of the ALEKS math course that you have registered into (see below for course codes).
When
asked, enter the ALEKS access code that you purchased. ALEKS will generate
a new username and password (different from the one it created when you
took the initial assessment). Note: You will be required to take an
initial assessment again.
I previously took an ALEKS math course, but my old access code has expired, or
will expire soon. I have purchased a new access code at the bookstore. How do I
log back into ALEKS?
Here are the steps to follow to
transition from an expired, or soon-to-be expired ALEKS access code to a new ALEKS
access code:
Continue
using the old access code until it actually expires and you are unable to
log on.
Attempt to
log on and come to the expiration message.
Click the
"Register" button to renew the subscription.
Enter the
course code for your course when prompted.
Enter the
new access code when prompted.
Continue
following instructions to renew account.
NOTE: Do not click on the link marked "NEW USER – SIGN UP
NOW" as any part of this procedure. Doing so will lead you to create a new
account, unconnected with the first.
I would like to purchase an ALEKS access code
online. How do I do this?
If you have
not previously taken an ALEKS math course, click Continue. Then follow the
instructions to purchase your access code. Otherwise, click "I need to
extend an existing account" and then follow the instructions to renew your
access code.
In the Math 77, Math 88, and Math 1116 classrooms
For a student who has registered for
Math 77, 88, or 1116, the student will start the semester
by attending the class at its scheduled time and begin work on
mastering the needed concepts. The student will receive a study plan schedule from the instructor which specifies the required pace through the class material (i.e., how many topics the student should master per week). If the student is taking only one ALEKS math course, the student's plan will cover the entire semester. If the student is taking Math 77 and has declared the intention of also taking Math 88, the plan will be accelerated and will cover a portion of the semester (this will depend on the number of credits of Math 77 that the student is taking).In any case, ALEKS will be
the primary learning tool – there will be no text book for the class. The
instructor will be available during class for individual help with problems
that may come up. Using the ALEKS reporting features, the instructor will track
the progress of each student. The instructor may also schedule assessments and tests. And, the instructor may schedule presentations on
topics that several students are working on at the same time.
Math 77, 88, and 1116 are not online courses
Math 77, 88, and 1116 will be
scheduled in computer lab classrooms 65 minutes per day, four days per week. Students are expected to attend class to work on mastery of course concepts, to receive assistance
from the instructor, and to take assessments and tests. Students are also expected to work on their math studies outside of class - it will not be possible to complete the course only by attending class.
Using ALEKS to learn math
When the student logs into an ALEKS math course (after the initial assessment), ALEKS presents the
student with MyPie, a pie graph that shows the number and types of topics to
be mastered in several different categories, and offers the student the option
of selecting topics the student is ready to learn. This is referred to as the ALEKS Learning Mode. The student will select a
concept and then ALEKS will present a problem for the student to attempt. The
student will work the problem using paper and pencil and then type the answer
into ALEKS. The ALEKS editor allows for answers to be entered in a variety of
formats (e.g., fractions, mixed fractions, exponents, etc.) and is easy to use.
While working on the practice problems, the student may use a calculator (a
scientific calculator is recommended). When a student has difficulty with a
problem, ALEKS offers explanation of the problem and gives examples of
solutions. If a student still has difficulty with a problem, the student can
ask the instructor for assistance. ALEKS also has a review feature that allows the student to practice many problems of a given type. And, ALEKS has a dictionary feature that allows students to look up terminology and specific topics covered in the course.
The goal for the student will be to master all the ALEKS topics in the course. Mastering a topic can be accomplished in Learning Mode by correctly answering at least three questions for a given topic without asking for explanations. When a topic has been mastered, it is added to the student's MyPie and may alter the collection of available topics the student is ready to learn.
The instructor may schedule periodic ALEKS assessments. Progress assessments are generated by ALEKS and focus on material the student has recently been working on. Comprehensive assessments are generated by ALEKS. and cover all of the topics in the course. Both assessments are used by ALEKS to ensure that the student's MyPie is accurate. That is, ALEKS uses the assessment to determine what the student knows in the course at a particular time. Consequently, it is possible for a student to lose "mastered" topics from their MyPie after taking an assessment. When a student is working on an assessment, the student
will need paper and pencil to work the problems. The only calculator that may
be used on assessments will be an ALEKS calculator, available on the ALEKS
webpage.
How course grades are determined
As with any class, the class
instructor will determine how the course grade will be determined for each
section of Math 77, 88, and 1116. The instructor may determine the student's grade by using tests, assessments, weekly progress, etc. But, for all sections of the ALEKS math courses,
each student must complete a comprehensive final exam that covers all of the
course topics, regardless of the particular credit level for which the
student is enrolled. (That is, the student who needs only 30 topics will take
the same final exam as the student who needs 200 topics.) Note: Specific details on course grading will be included on the course syllabus.
Math 77 and Math 88 students who finish early
Since a student may only need a
small number of credits of either Math 77 or Math 88, it is possible that such
a student may complete these courses prior to the end of the semester. What
does the student do for the remainder of the semester? To allow the student to productively
make use of the remainder of class time, as well as to allow her/him to continue to
take advantage of her ALEKS access code, the instructor will transfer the
student into the next appropriate ALEKS math course of instruction
(intermediate algebra, college algebra, etc.) Concepts the student will learn
in this additional ALEKS course of instruction will enhance the student's success
potential in her/his next MCTC math course.
Additional information:
The prerequisite for Math 77 is placement into Math 77 or Math 60.
The prerequisite for Math 88 is completion of Math 77 or Math 70.
The prerequisite for Math 1116 is completion of Math 80 or Math 88 or placement. |
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more. Course Hero has millions of course specific materials providing students with the best way to expand their education.
MATH 4171 Graph TheorySPRING 2006Homework Set I (Four problems) Due date : Monday 1-30-061. Describe a real world problem (preferable from your own eld) that can be modeled by graphs. Specify vertices, edges, and the incidence relation for your
MATH 4171 Graph Theory Homework Set I - SolutionsSPRING 20061. Describe a real world problem (preferable from your own eld) that can be modeled by graphs. Specify vertices, edges, and the incidence relation for your graph. . 2. Is there a simple
MATH 4171 Graph Theory Homework Set II (5 problems) Due date : Monday 2-13-06SPRING 20061. For the graph below, nd the distance from u to h, and a shortest u-h path (with respect to the given numbers on each edge). Show your workd 4 a 1 u 3 2 7
MATH 4171 Graph Theory Homework Set III Due date : Monday 3-6-06
MATH 4171 Graph Theory Homework Set III -Solutions two paths and
MATH 4171 Graph Theory Homework Set V (4 problems) Due date : Monday 4-3-06SPRING 20061. Theorem 4.8 states that a necessary condition for a graph G = (V, E) to be Hamiltonian is that G S has at most |S| components, for all S V . Is this condit
MATH 4171 Graph Theory Homework Set V SolutionsSPRING 20061. Theorem 4.8 states that a necessary condition for a graph G = (V, E) to be Hamiltonian is that G S has at most |S| components, for all S V . Is this condition sucient? In other words
MATH 4171 Graph Theory Homework Set VI (3 problems) Due date : Monday 4-17-06SPRING 20061. Let G be a plane graph of minimum degree at least three. Prove that G has a region of size at most ve.2. Decide if the following graphs are planar. You n
MATH 4171 Graph Theory Homework Set VII - Solutions1. Prove without using Theorem 8.24 that every planar graph is 6-colorable.SPRING 2006Proof. Let G be a planar simple graph. Then every induced subgraph G of G is also a planar simple graph. By
CMSC 671 Fall 2001Class #11 Tuesday, October 91Todays class Philosophy of AI Can we build intelligent machines? If we do, how will we know theyre intelligent? Should we build intelligent machines? If we do, how should we treat them and h |
This module is for you if you are interested in developing your knowledge and understanding of the learning of algebra particularly at Key Stages 2–4. It integrates development of the core ideas of algebra with relevant pedagogical constructs and principles, and will extend your awareness of how people learn and use algebra. There is no formal examination: assessment is based on three tutor-marked assignments and an end-of-module assessment. In order to complete the module assessments, you will need access to learners of algebra at Key Stages 2–4, which could include adult learners.
Modules at Level 3 assume that you are suitably prepared for study at this level. If you want
to take a single module to satisfy your career development needs or pursue particular interests,
you don't need to start at Level 1 but you do need to have adequately prepared yourself for OU study
in some other way. Check with our Student Registration & Enquiry Service to
make sure that you are sufficiently prepared.
Register for the course
Choose country to update fee:Displaying fees for:1115995April
2017raise your awareness of the importance of learners expressing generality for themselves
provide experience of different teaching approaches and the learning opportunities they afford
develop your awareness of, and facility with, ICT in the learning and teaching of algebra
develop your knowledge and understanding of the mathematics which underpins Key Stage 2–4.
The module consists of four blocks of work. Each block has four chapters, which have recurring themes:
expressing generality
mathematical powers and themes
symbol use
use of technology.
Each section starts with a 'quickie' task, and then uses tasks for you to work on to introduce the topic. Thus the module is 'practical' in that it requires you to practise algebraic thinking. There are more tasks than can be completed in a first pass through the book, because it is intended to serve as a career-long resource.
We recommend that you study Mathematical thinking in schools (ME620) before this module as it provides a useful background in mathematics education and you are more likely to successfully complete this Level 3 module.
If you are considering taking ME625 alongside another OU module, please bear in mind that the workload for this one alone is around 12 hours a week.
In order to complete the module assessments, you will need regular access to at least one other learner of algebra, with whom to work on approximately two tasks a week Adobe Portable Document Format (PDF). Some Adobe PDF components may not be available or fully accessible using a screen reader and mathematical, scientific, and foreign language materials may be particularly difficult to read in this way. Our Services for disabled students website has the latest information about availability.
There are many diagrams in the module book and printed material, and associated computer work, which may present a challenge to visually-impaired studentsModule text and module guide, bookmark and website.
You will need
It would be very helpful, but not compulsory, to have access to a graphics calculator – the recommended models are the TI-83 Plus or TI-84 plus.
You require access to the internet at least once a week during the module to download module resources and to keep up to date with module news There will be individual telephone tutorials rather than face-to-face group tutorials, and some tutors may offer online tutorials.
Assessment
The assessment details for this module can be found in the facts box above.
You can choose whether to submit your tutor-marked assignments (TMAs) on paper or online through the eTMA system. You may want to use the eTMA system for some of your assignments but submit on paper for others. This is entirely your choice.
The end-of-module assessment takes the form of a 3000-word tutor-marked assignment. You will be given more detailed information when you begin the module.
The end-of-module assessment (EMA) must be submitted online.
Future availability
The details given here are for the module that starts in April a very useful, interesting and challenging module that completed my Graduate Diploma in Mathematics Education. The earlier modules ..."
Read more
"Loved the course!!! It helped so much with the new initiative of rich tasks in the classroom and has provided |
Algebra Concepts for iPad
開発: Ventura Educational Systems
説明
Algebra Concepts is an interactive learning system designed to provide instruction in mathematics at the 7th grade enrichment through adult levels. The instructional goals for Algebra Concepts include the following objectives:
1. To introduce the terminology and concepts related to algebra. 2. To incrementally build an understanding of fundamental concepts by providing an easy-to-use format for exploring algebra. 3. To support the development of a student's sense of confidence in his/her mathematical ability.
Algebra Concepts uses a variety of educational approaches. It includes a lessons, an exploratory tool for open-ended investigations (algebra tiles), a reference system, and quizzes with randomly generated questions and a complimentary online curriculum. |
Newton Centre, MA ExcelThe student starting in algebra should be introduced to algebraic techniques as they relate to concrete problems that might be solvable through more cumbersome methods. Students will do well in algebra if they can recognize the utility of the methods and incorporate them into a toolbox that they |
This book is good value at the RRP, but it's even better at the discounted amazon price. This review is by an A-level student who's missed a fair bit of school due to illness, but who feels that the workbook is allowing her to keep up with her class.
She says that the explanations are clear, there are several worked examples of the same topic, and that despite missing some entire classes, she was able to pick up the missed topics very quickly, as it's in the style of 'an intro to'.
Overall, very easy to use, with enough examples so that practice makes perfect, and the CD and exam-style questions provide good timed practice for exam prep.
This guide designed for the A level syllabus would I think prove very useful within it intended purpose, but I obtained it to support a revision of statisitics for the purposes of research. As somebody constantly undertaking various types of research I have never found myself to be an intuitive mathematician, and so have need of a regular review of the subject of statisitics and statistical analysis. This guide really offers as simple approacoh as it is possible to achieve whilst meeting the need for relevant information. My son who is studying maths at approaching this level has found it covers the required syllabus areas of the AS/A level syllabus and so we are both happy to use it as a resource.
As a teacher and occasional home tutor I am a fan of the CGP products and I have found this Student book up to their usual high standard.
It is written with lots of `white space' which makes it easy for the student to read and feel comfortable with and after all statistics is not a topic students normally feel comfortable with!
I recommend that the student use the book to complement, extend and reinforce what is taught in lesson. It is also useful as a revision aide especially used with the CD that contains mock exams and practice papers. Each question having a model answer allows the student to really get to grips with showing where the marks come from.
Please do take account of the fact that the guide was written specifically for Edexcel. There will be significant overlap with other exam boards but work with your teacher if you do still wish to purchase this book and you are following a different exam board.
Overall, very good value for money - especially at this discounted price.
This Stats 1 Module student support book from CGP is, as ever for the range, a very good thing. The module syllabus is fully covered, the book is well-laid out and extremely user-friendly.
Sections are clearly structured and explanations are thorough - far better than the stuff that was available when I did my Maths 'A' Level. For 'A' Level candidates, the CD, in particular, is a valuable resource - providing mock papers and detailed, worked-through answers. But this book is also a useful resource for people brushing up on Maths, or studying university subjects requiring a certain amount of Maths-based knowledge.
This is now in regular use as a source book by my younger brother, a second-year Physics student.
When I did Maths A level I had to struggle with a text book that believed in you making maths discoveries yourself. I love this CPG text book because it is the exact opposite. It is like following a footpath with plenty of sign posts. There are handy `tips' in the margin reminding you what key notation means. The answers to the questions are in the back, with workings and a bit of chat. There are little diagrams and `hints' on how to solve problems, and some practice exams to download.
This book is about the A' level Mathematics for Edexcel Statistics 1, so it covers the basics - representing data, probability, Venn and tree diagrams, normal distributions, correlation and the basics of linear regression. This is not a book to teach you about multivariate analysis or computer modelling, but it might be useful even as a university student in getting you to the starting blocks, helping you brush up rusty statistics, and in my case fill in a few rusty holes in my memory.
It is visually attractive, and surprisingly readable if you dip into it as I did. It is well priced for something so self-contained, with the equivalent of teacher's notes, and could be a real help if the teacher is less than clear.
A great revision guide, simple as that. It doesn't seem to presume too much knowledge, as it is very detailed, but not so basic that it is targeted at novices. There are frequent mini tests to check your knowledge which are useful, but I can't comment on the cd as I have no way of using it. Just make sure you buy the right guide for your exam board!
An excellent study aid as are most products from this publisher; it includes a CD with a couple of past papers on it and the book is nicely laid out and accessible for teenager and adult alike, including some good exercises and sample exam questions.
In fact is a good way to refresh your maths whether taking the As/A Level paper or not, and an interesting way to get your head around statistical models that have moved on a bit since days of yore. So good all round educational tool at a reasonable enough price for the content.
This book provides comprehensive coverage of the Edexcel S1 (Stats 1) module. What's more, it has several worked examples, and a block of exam-style questions at the end of each chapter. Even better, there's a CD at the end with exam-type questions in the page layout you'd expect in an exam. Each question has a model answer that you can toggle on and off, so you can write your answer, then see where you might have dropped marks (by not explaining the steps you took to arrive at your answer, for example). For some reason, the answers are turned on by default, so you need to hide them quickly if you want to work through the questions yourself.
My daughter is doing this course at school. She found the way linear interpolation was explained at school to be confusing; using this book, she quickly sorted out the confusion. So she's a happy customer!
Note: the subjects covered and the methods vary between exam boards, so this book is only suitable if you're doing the Edexcel AS or A-level exams. |
Beginning Pre-Calculus for Game Developers
9781598632910
ISBN:
1598632914
Edition: 1 Pub Date: 2006 Publisher: Course Technology
Summary: Beginning Pre-Calculus for Game Developers provides entertaining, hands-on explanations of topics central to calculus as related to game development. It explains the mathematics and programming involved in developing nine computer programming applications furnished with the book's CD-ROM. Begin by working your way through first semester calculus topics and then use your new math skills to create programs that apply e...ach topic. Beginning Pre-Calculus presents math topics in a method that is direct, easy-to-understand, and pertinent to all studies related to calculus math.
Flynt, John P. is the author of Beginning Pre-Calculus for Game Developers, published 2006 under ISBN 9781598632910 and 1598632914. Two hundred forty four Beginning Pre-Calculus for Game Developers textbooks are available for sale on ValoreBooks.com, one hundred four used from the cheapest price of $4.21, or buy new starting at $22 |
Integral Calculus Mathematics Project
Names: ______________________________________________ Grade: ___________ / 35
______________________________________________
Attach this page with a paper-clip to your writing assignment when you turn it in.
All dimensions do not have equal weight. This is for you to use as a guide when writing your project and
for me to use as a guide when grading your project.
Above
Dimensions Exemplary Acceptable Unacceptable
Average
Is the problem restated?
Is there an explanation of how the problem will be
approached?
Is the answer stated?
Is there a precise and organized explanation of the
answer?
Is the letter well organized?
Is the language used appropriate and clear?
Are the grammar, spelling, and writing mechanics
correct?
Are there appropriate definitions of mathematical
terms and notations?
Is the language used effectively to guide the
mathematics?
Are diagrams clear, helpful, and labeled?
Are all questions answered?
Are any sources cited?
Is the mathematics correct? |
Lehigh Valley Algebra 2After taking the Praxis and many other standardized tests, I have learned how I learn and test, and pass and achieve my goal of being an effective teacher. Algebra 2 is the continuum of Algebra 1. That is, Algebra 2 uses the same operations on advanced algebraic operations, introduce square roots and simplifying and perform the same operations as equations |
This not only makes the solution easier to remember; it will also make it much easier to apply to different problems! An in-depth understanding of this subject will help you in your continued math education. I know I can help you achieve your math goals! |
Description of Saxon Geometry Home School Testing Book by Harcourt School
Based on Saxon's proven methods of incremental development and continual review strategies, Saxon Geometry was specifically designed for homeschool families. This intensive geometry course reviews core math foundations while gradually introducing new concepts.
This Homeschool Packet includes 23 cumulative tests and answer key.
Product:
Saxon Geometry Home School Testing Book
Manufactured by:
Harcourt School
Binding Type:
Paperback
Media Type:
Book
Number of Pages:
80
Weight:
0.3 pounds
Length:
10.6 inches
Width:
8 inches
Height:
0.2 inches
Publisher:
Houghton Mifflin Harcourt (HMH)
Publication Date:
January 2009
Subject:
Math
Curriculum Name:
Saxon
Learning Style:
Auditory, Kinesthetic, Visual
Teaching Method:
Charlotte Mason, Classical, Traditional, Unit Study, Unschooling
There are currently no reviews for Saxon Geometry Home School Testing Book. |
MA 125 Intermediate Algebra Eberhart, Douglas
This class will be primarily conducted in a lecture format. The students are encouraged to actively participate in class by asking questions,taking notes, and working through suggested assigned homeworkClass Assessment:
There will be four test during the term and they are all of equal value.
Grading:
Each test will be worth 100% and each counts as 25% of the student's grade for the course.
Late Submission of Course Materials:
Students who miss a test are expected to arrange to make up the test and it must be made up sometime during the week following the scheduled test time.
Classroom Rules of Conduct:
All students are expected to conduct themselves in a way that shows respect and consideration for their fellow students and the instructor. All students should cooperate so that the atmosphere of the classroom is conducive to learning for all students.
Course Topic/Dates/Assignments:
In Unit 1 we start the course with a review of fraction rules followed by an introduction to the properties and operations of Real Numbers. We'll also examine properties of exponents and roots and then discuss the order in which mathematical operations are to be applied as we simplify algebraic expressions.
In Unit 2 we'll begin learning techniques to solve linear equations in one variable followed by a discussion of formulas and how to solve problems using them. Next we will apply those skills to real-life situations as we develop a general plan for solving application problems and specific plans for certain types of problems. We will also learn the process of solving linear and compound inequalities and finish up the unit by learning to solve absolute value equations and inequalities.
In Unit and we'll finish the unit by becoming acquainted with functions.
In Unit 4 we will discover some new properties of exponents along with the properties of polynomial expressions. we will learn how to use scientific notation as a tool for expressing very large and very small numbers. We will examine methods for adding ,subtracting,multiplying,and dividing polynomials. We will expand our understanding of functions to include polynomial functions.
In Unit 5 we will learn how to factor polynomials. Methods to be learned include: factoring by grouping,factoring trinomials,factoring perfect squares and perfect cubes. We finish the unit by focusing on a fundamental approach to factoring and we will learn problem solving skills when the polynomial is part of an equation.
In Unit 6 we start learning about rational expressions by examining their properties. From there we will begin the task of learning how to add,subtract,multiply and divide rational expressions. We will learn two methods of simplifying complex fractions before we tackle solving equations involving rational expressions.
In Unit 7 the properties of radical expressions are initially discussed before we take on the task of learning the procedures for simplifying,including the conversion from a radical expression to a rational exponential expression. Next we'll learn how to add,subtract,multiply and divide radical expressions. This is followed by a presentation of methods we will use for solving equations containing radical expressions. We will Unit 8 we'll start by determining how to graphically find a solution set of two intersecting equations in two variables,know as a system of linear equations followed by the procedure to solve a system algebraically. We will finish the unit and the course, with an introduction to complex numbers. We will learn the properties of these numbers and how to apply mathematical operations to them expressions |
Every once in a while the right curriculum comes to our attention at just the
right time! My husband and son were struggling through a calculus course and
not really understanding much of the material, which had both of them frustrated.
They were very excited to see the Math-U-See PreCalculus course arrive for review.
The course covers trigonometry and other topics that will be helpful in preparing
for calculus, and assumes mastery of geometry and algebra 2. See
a complete list of topics covered in this course. Even though our son has just
finished a trigonometry course, we decided to back off calculus and work through
these materials first to see if it helped. Math-U-See offers a Calculus course
which is currently only available online however it is slated for printing and
should be available this fall (2010).
The PreCalculus course consists of a Teacher's Kit (which contains the
Teacher Manual, Solutions Manual, and DVD for $70) and a Student Kit (which contains
the Student Text and the Test Booklet for $30). There are three steps for each
new lesson. First, the teacher prepares for the lesson by watching that section
on the DVD and reviewing the materials in the Teacher Manual. Second, the student
and teacher watch the video and read the lesson; then they do the practice problems
together until the student understands the material. Third, the student works
through the pages in the Student Text until he has demonstrated mastery of the
material (when he can teach the material back to you) and then takes a test before
moving on to the next concept. The Student Text begins each section with a review
of the topic just covered, including some sample problems, followed by a couple
of practice problems, including complete solutions. Then there are several sets
of problems for the student to solve. The Solutions Manual includes the steps
necessary to solve each problem, the answer, and various graphs and other helps.
The Test Booklet has tests for each of the lessons with both traditional problems
and multiple-choice questions to help prepare the student for standardized tests.
We found the DVD to be the core of the program, as the video lessons really helped our son (and my husband) understand the material. Mr. Demme gives each lecture in front of a small class of students, which makes the format more interesting. He has an engaging personality and shows a love for the material and for teaching. He seems to really enjoy watching the kids "get" the concept. We were impressed with the creative ways he used to present the material to make it more understandable. We also really liked the emphasis on mastery; if you can't apply the material, you haven't really learned it. The various books are not overly interesting in and of themselves, but together with the video they make a nice, comprehensive course. Overall, we were very excited about the Math-U-See
PreCalculus course and recommend it heartily for any student needing to cover trigonometry and precalculus. Our only question is where is the Chemistry-U-See or the Latin-U-See? |
Elementary Algebra
About this title: Builds on the author's tradition of guided learning by incorporating a comprehensive range of student success materials to help develop students' proficiency and conceptual understanding of algebra. This text continues coverage and integration of geometry in examples and exercises |
Additional Mathematics is a UK qualification pilot scheme in its final year of implementation for a GCSE level qualification in mathematics which is applied to a range of problems set out in a different format to the standard Mathematics GCSE. This has been formed due to the standard secondary schools in England offering two GCSE qualifications in Science and English but only one in Mathematics and as Mathematics is also a core subject it needs to be viewed on the same level as the other two core subjects (Science and English.)
Contents
GCSE Additional Mathematics in Northern Ireland[edit]
In Northern Ireland, Additional Mathematics is offered as a GCSE subject by the local examination board, CCEA. There are two examination papers: one which tests topics in Pure Mathematics and one which tests topics in Mechanics and Statistics. It continues to be a very popular subject with many students taking it as preparation for AS Mathematics.
Further Pure Maths IGCSE[edit]
Starting from 2012, Edexcel and AQA have started a new course, now that Additional Maths has been abolished, which is an IGCSE in Further Maths.Edexcel and AQA both offer completely different courses, with Edexcel going into the calculation of solids formed through integration and AQA not toughing on integration.AQA's syllabus mainly offers further algebra, with the factor theorem and more complex algebra such as algebraic fractions as well as differentiation up to and including the calculation of normals to a curve.AQA's syllabus also includes a lot of matrices work, which is an AS Further Mathematics topic.AQA's syllabus is much more famous than Edexcels, mainly for its controversial decision to award an A* with Distinction(A^),a grade higher than the maximum possible grade in any Level 2 qualification-it is commonly known colloquially as a Super A* or A**.
Additional Mathematics in Malaysia[edit]
In Malaysia, Additional Mathematics is offered as an elective to upper secondary students studying within the public education system. This subject is included in the Sijil Pelajaran Malaysia examination. Science stream students are required to apply Additional Mathematics as one of a subject in Sijil Pelajaran Malaysia examination. Normally, students will suffer when they start learning this. They would probably fail this exam for the first term. Once they bulk up and doing a lot of exercise, they can master and score well in Additional Mathematics. |
All of todays whats currently available.
Shape interrogation is the process of extraction of information from a geometric model. It is a fundamental component of Computer Aided Design and Manufacturing (CAD/CAM) systems. The authors focus on shape interrogation of geometric models bounded by free-form surfaces.
Calculus for Computer Graphics ( Rapidgator - Uploaded )
Students studying computer animation and computergames have to be familiar with geometry, matrices, vectors, rotation transforms, quaternions, curves and surfaces, and as computer graphics software becomes increasingly sophisticated, calculus is also being used to resolve its associated problems.
This textbook provides an engaging and motivational introduction to traditional topics in discrete mathematics, in a manner specifically designed to appeal to computer science students. The text empowers students to think critically, to be effective problem solvers, to integrate theory and practice, and to recognize the importance of abstraction. Clearly structured and interactive in nature, the book presents detailed walkthroughs of several algorithms, stimulating a conversation with the reader through informal commentary and provocative questions. Features: no university-level background in mathematics required; ideally structured for classroom-use and self-study, with modular chapters following ACM curriculum recommendations; describes mathematical processes in an algorithmic manner; contains examples and exercises throughout the text, and highlights the most important concepts in each section; selects examples that demonstrate a practical use for the concept in question.ll learn methods to solve several control issues, including mechanisms to spin up more servers automatically when web traffic spikes.
Harmony for Computer Musicians ( Rapidgator - Ryushare )
Home |
Mathematics
In our mathematics program, students are encouraged to think critically and analytically in both classroom discussions and written work. We teach mathematics the way girls learn best, exposing students to a variety of teaching methods and problem-solving strategies that include the use of technology. Both our teaching and assessments are conducted in a way that celebrates success and encourages improvement. As a result, virtually all students take four years of Upper School math with more than half taking a calculus course. Each year, a visiting engineer presents a hands-on program showing how math can be used in the professional world. Alumnae also visit classes to share with current students how they have used math in college and careers.
This course is the second half of the foundation course for Upper School mathematics and consists of the traditional college-preparatory program. Topics include polynomials, factoring, exponents and exponential functions, quadratic, radical and rational equations and functions. Students are also introduced to basic geometry concepts in an algebraic framework.
This is a study of Euclidean Geometry concentrating on geometric reasoning, lines, angles, triangles, polygons, and circles. Students will solve problems using the Pythagorean Theorem and right triangle trigonometry and will find the areas and volumes of plane and solid figures. The third trimester will include a review of algebra concepts and an introduction to Algebra II.
Prerequisite for Honors Geometry is B or above in Honors Algebra I.
Prerequisite for Geometry Accelerated is B- or above in 8th grade Algebra I.
Prerequisite for summer Geometry and acceleration to Algebra II is A in 9th grade Algebra I and recommendation of the Math Department.
Quadratic and polynomial functions and equations, systems of equations, complex numbers, radical, rational, exponential and logarithmic functions are the major topics of study in Algebra II. Students are introduced to conics, sequences, combinatorics, probability, and basic trigonometry. Students will be prepared to take the Level 1 Math SAT Subject Test.
Prerequisite for Algebra II is C- or above in Algebra IB. Students deficient in Algebra I should enroll in our summer Algebra II Readiness course or its equivalent.
These courses are more rigorous treatments of the topics of Algebra II—quadratic and polynomial functions and equations, systems of equations, complex numbers, radical, rational, exponential and logarithmic functions as well as conics, sequence, combinatorics, probability, and basic trigonometry. Students will be prepared to take the Level 1 Math SAT Subject Test.
Prerequisite for Honors Algebra II is B or above in Honors Algebra I and Honors Geometry, or A in both Accelerated Algebra 1 and Accelerated Geometryand recommendation of the Math Dept.
Prerequisite for Accelerated Algebra II is B- or above in 8th grade Accelerated Algebra I, or A in 9th grade Algebra IB, A in Geometry and recommendation of the Math Department.
This rigorous course is designed for students who intend to study calculus. It includes an extensive study of functions, trigonometry, logarithms and exponentials. Prerequisite is B or above in Accelerated Algebra II.
This fast-paced and challenging course prepares students for Advanced Placement Calculus. The syllabus covers trigonometry, logarithmic, exponential and algebraic functions, sequences and series, limits, and analytic geometry. The students are prepared to take the Level 2 Math SAT Subject Test. Prerequisite is B or above in Honors Algebra II.
This is an introductory course on topics of interest to students of all backgrounds, especially students leaning toward the study of social science. These topics typically fall outside the usual calculus-driven sequence that forms the basis of math for science and technology, but nonetheless have significant applications in everyday life.
Topics may include but are not limited to: the mathematics of voting, sharing, power and apportionment; graph analysis of routing, traveling and being connected; critical path analysis (process scheduling problems); and the theory and practice of money, saving and spending. Prerequisite is B- or above in Algebra II or C- or above in Accelerated Algebra II.
In this Information Age, the study of statistics has become increasingly important. Statistical methods are needed in many diverse fields, and the course is required by over 80% of college majors. Statistics are used to determine the meaning of data collected through polls and surveys. The course includes the mathematics necessary to draw proper conclusions from such surveys and to show how statistical claims can be useful as well as misleading. Prerequisite is a passing grade in Accelerated Algebra II, or C- or above in Algebra II.
After reviewing the function work of precalculus, this course provides a thorough introduction to calculus, including limits, derivatives and their applications, and integrals and their applications. Calculus skills are also used to study algebraic, trigonometric, logarithmic, and exponential functions. Prerequisite is B or above in Precalculus.
This is a rigorous college-level course in calculus intended to prepare the students for advanced standing upon entering college. The students in this college level program will take the Calculus (AB or BC) AP examination in May. Prerequisite is B or above in Honors Precalculus.
Following AP Calculus, this course includes the "C" topics omitted in the AP Calculus course, making the BC Calculus exam an option. The course will include multivariable calculus and series, and, as time permits, topics from differential equations and linear algebra. Prerequisite is B- or above in AP Calculus. |
The EZ Learning Solutions Study Guides and Workbooks were designed to help parents and educators to improve the performance of students and to address the issue of improving the EQAO (Education Quality and Accountability Office) assessments in Ontario. Quite a tall order, but when the overall EQAO results first came out in 2000 - 2001 a Kanata parent of an ADHD child, Terry Fletcher, decided to use his skills as a past educator and Instructional Technologist to address the problem of only 44% of Math 9 Students performing at the provincial standard.
There was a major change in the Ontario Curriculum and both students and teachers were having difficulty coping. Its tough being a parent and his goal was to help those parents with little or no math skills to bridge the gap between the classroom and the home front. He quickly realized that it wasn't enough to just send your child to school. Everyone has to help, including the parents! As a step-father of an ADHD child he wrote the first Math 9 book as a gift of love to this child and to do what ever it took to make sure that this child got through high school. In fact, he never stopped until he had produced a Math 9 Online learning solution with his persona in the form of Dr. EZ teaching the entire course, and he had also published Study Guides for Math 9 Academic/Applied, Math 9 Workbook, Math 10 Applied, Math 10 Academic, Math 10 Workbook 1, Math 10 Workbook 2, Math 11 University/College, and Math 11 University, or the complete high school series to meet the Ontario math requirements for any student to graduate from high school to higher learning.
EZ Learning Solutions Study Guides are part of a family of easy to follow and understand step by step math books designed with a "back-to-basics" approach in mind. These books greatly simplify and break down concepts to provide a guide for self study. Subsequently, they are a great tool for parents who are helping their children learn the fundamentals by providing full solutions with explanations to make learning easy and fun. Of course they are most useful for classroom teachers to lesson plan and reinforce concepts when students are having difficulty understanding. They provide a proven method of getting quick results, especially for students who have been struggling with the new math curriculums in Ontario. Concepts are explained fully, starting at basic learning levels. EZ Learning Solutions Study Guides provide extra hints to speed things along and use a tutorial style to reinforce both past and recent lessons. As students experience success, they gain confidence, and with confidence, their ability to learn improves. Using quizzes and exams, we prepare students to prove their knowledge in the classroom. Students proceed at their own speed and are tested according to the present levels taught in Ontario schools. Please note that all online learning refers to the EZ Learning Solutions study guides, as these learning gems are the crux of a complete turnkey learning process.
EZ Learning Solutions Workbooks are a series of worksheets that provide extra drill and practice to reinforce the EZ Learning Solutions Study Guides and Online learning. But in addition to providing gradually easy to more difficult problems, and unlike the traditional textbooks, the EZ Learning Solutions workbooks provide complete step by step solutions with explanations and understanding to once again continually bridge the gap between classroom learning and the home front. Parents with little understanding of math concepts will be able to help their child through even the most difficult math concepts. Recall sheets are added so that students can continue to work on worksheets with difficult concepts with these added "training wheels" to once again reinforce and review past learning. The EZ Learning workbooks can be used by parents or teachers to test concepts prior to major exams or to constantly review past learning in a systematic manner.
EZ Learning Solutions Online Learning is part of a turnkey learning model to include not only canned classroom teaching but a reinforcement to the EZ Learning Solutions Study guides and Workbooks. Dr. EZ does the teaching and Tarah, his assistant, reinforces his lessons as you progress through the study guide. The EZ Math 9 Online program combines the benefits of eLearning that include interactive exercises and audio and visual aids, with the Gemini performance based adaptive technology and EZ Learning Solutions proven step-by-step approach to learning Math. Their solutions combine ease of use, implementation, and unique Adaptive Learning. Testing, and Assessment technologies that deliver unparalleled value and learning advantages to students. |
Algebra - 93 edition
Summary: The need for improved mathematics education at the high school and college levels has never been more apparent than in the 1990's. As early as the 1960's, I.M. Gelfand and his colleagues in the USSR thought hard about this same question and developed a style for presenting basic mathematics in a clear and simple form that engaged the curiosity and intellectual interest of thousands of high school and college students. These same ideas, this development, are available...show more in the following books to any student who is willing to read, to be stimulated, and to learn.
Algebra is an elementary algebra text from one of the leading mathematicians of the world -- a major contribution to the teaching of the very first high school level course in a centuries old topic -- refreshed by the author's inimitable pedagogical style and deep understanding of mathematics and how it is taught and learned. ...show less
"The idea behind teaching is to expect students to learn why things are true, rather than have them momorize ways of solving a few problems, as most of our books have done. [This] same philosophy lies behind the current text by Gelfand and Shen. There are specific 'practical' problems but there is much more development of the ideas...[The authors] have shown how to write a serious yet lively look at algebra."
--R. Askey, The American Mathematics Monthly
"Were Algebra to be used solely for supplementary reading, it could be wholeheartedly recommended to any high school student of any teacher... In fact, given the long tradition of mistreating algebra as a disjointed collection of techniques in the schools, there should be some urgency in making this book compulsory reading for anyone interested in learning mathematics."
--H. Wu, The Mathematical Intelligencer
Springer-Verlag Web Site, June, 2001
View Table of Contents
1. Introduction 2. Exchange of terms in addition 3. Exchange of terms in multiplication 4. Addition in the decimal number system 5. The multiplication table and the multiplication algorithm 6. The division algorithm 7. The binary system 8. The commutative law 9. The associative law 10. The use of parentheses 11. The distributive law 12. Letters in algebra 13. The addition of negative numbers 14. The multiplication of negative numbers 15. Dealing with fractions 16. Powers 17. Big numbers around us 18. Negative powers 19. Small numbers around us 20. How to multiply a m by a n , or why our definition is convenient 21. The rule of multiplication for powers 22. Formula for short multiplication: The square of a sum 23. How to explain the square of the sum formula to your younger brother or sister 24. The difference of squares 25. The cube of the sum formula 26. The formula for (a +b ) 4 27. Formulas for (a +b ) 5 , (a +b ) 6 ,... and Pascal's triangle 28. Polynomials 29. A digression: When are polynomials equal? 30. How many monomials do we get? 31. Coefficients and values 32. Factoring 33. Rational expressions 34. Converting a rational expression into the quotient of two polynomials 35. Polynomials in one variable 36. Division of polynomials in one variable; the remainder 37. The remainder when dividing by x - a 38. Values of polynomials, and interpolation 39. Arithmetic progressions 40. The sum of an arithmetic progression 41. Geometric progressions 42. The sum of a geometric progression 43. Different problems about progressions 44. The well-tempered clavier 45. The sum of an infinite geometric progression 46. Equations 47. A short glossary 48. Quadratic equations 49. The case p = 0. Square roots 50. Rules for square roots 51. The equation x 2 +px + q =0 52. Vieta's theorem 53. Factoring ax 2 +bx +c 54. A formula for ax 2 +bx +c =0(where a does not equal 0) 55. One more formula concerning quadratic equations 56. A quadratic equation becomes linear 57. The graph of the quadratic polynomial 58. Quadratic inequalities 59. Maximum and minimum values of a quadratic polynomial 60. Biquadratic equations 61. Symmetric equations 62. How to confuse students on an exam 63. Roots 64. Non-integer powers 65. Proving inequalities 66. Arithmetic and geometric means 67. The geometric mean does not exceed the arithmetic mean 68. Problems about maximum and minimum 69. Geometric illustrations 70. The arithmetic and geometric means of several numbers 71. The quadratic mean 72. The harmonic mean
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Chapter Summary
Image Attributions
Description
This chapter covers graphing and comparing square root functions, solving radical equations, using the Pythagorean theorem and its converse, using the distance formula, and making & interpreting stem-and-leaf plots & histograms. |
Functions and Change: A Modeling Approach to College Algebra and Trigonometry by Bruce Crauder, Benny Evans and Alan Noell
English | 2007 | ISBN: 0618858040 | 657 pages | PDF | 9.42 MB
Intended for precalculus courses requiring a graphing calculator, Functions and Change emphasizes the application of mathematics to real problems students encounter each day. Applications from a variety of disciplines, including Astronomy, Biology, and the Social Sciences, make concepts interesting for students who have difficulty with more theoretical coverage of mathematics. In addition to these meaningful applications, the authors' easy-to-read writing style allows students to see mathematics as a descriptive problem-solving tool. An extended version of the successful Functions and Change: A Modeling Approach to College Algebra, this text includes three chapters of trigonometry.
FUNCTIONS AND CHANGE: A MODELING APPROACH TO COLLEGE ALGEBRA, 4E provides an alternative to a traditional college algebra course for students who either will not take another math course or may go on to a business calculus course. The authors wrote this text for the many college algebra students who are poorly served by books that focus on preparing them for a course they will never take, traditional calculus.
Artist: VA Title Of Album: Party In Miami: The House Collection Year Of Release: 03 April, 2014 Label: Music Is The Answer Records Genre: House Quality: Mp3 Bitrate: 320 kbps Total Time: 03:25:02 min Total Size: 472 mb |
Description:
Teaching algebra can be a difficult proposition, and at times, those who have just entered the field of mathematics education can feel a bit overwhelmed. Stepping in to provide a bit of assistance is this series of instructional videos, created by WNET in New York, working with funding from the Annenberg Media Foundation. The program contains eight parts, and interested parties will have the opportunity to explore strategies for teaching a number of topics, such as variables, systems of equations, linear functions, and exponential functions. After visitors complete a free registration form, they will have access to all eight parts of the series. It�s a well-done set of instructional programs, and the exercises draw on a number of practical situations, such as a proposed hot dog vending scheme and other business situations. |
Intermediate Algebra : With CD-ROM, Make the Grade, and InfoTrac asked to describe his philosophy and approach, Alan Tussy responded: "In writing INTERMEDIATE ALGEBRA, our goal was to develop a 'new generation' mathematics textbook targeted for today's algebra student. Our book is, at its heart, an interactive 'learning system.'" It has been designed to present the material, reinforce major concepts, and test student understanding using a variety of instructional methods and features. |
MATH20212 - Algebraic Structures 2
Requisites
Aims
The course unit aims to introduce the algebraic structures of rings and fields; describe the quotient structure and its connection with homomorphisms of rings; present important examples rings and develop some of their properties with particular emphasis on polynomial rings and factorisation in rings.
Brief Description
This course builds on Algebraic Structures 1, which is a prerequisite, and continues the strong emphasis on examples.
The algebraic structures of rings and fields will be introduced. The construction of quotient rings and the relationship with homomorphisms is one of the main themes. These ideas will be used to construct roots of polynomials in extension fields. Factorisation in polynomial rings and rings of integers of number fields will also be studied.
Learning Outcomes
On completion of this unit successful students will have:
practical knowledge of a range of iterative techniques for solving linear and nonlinear systems of equations, theoretical knowledge of their convergence properties, an appreciation of how small changes in the data affect the solutions and experience with key examples arising in the solution of differential equations;
practical knowledge of quadrature schemes and theoretical knowledge of their associated approximation properties.
Syllabus
1.Definitions and examples of rings (rings of numbers, rings of matrices, quaternions, rings of endomorphisms, group rings, rings of polynomials, subrings); [4 lectures]
2.Domains, fields and division rings; nilpotent and idempotent elements, products of rings; (many) examples; with students gaining familiarity with the ideas and examples through attempting exercises. [4]
3.Isomorphisms and homomorphisms (of rings): what is preserved and reflected; kernel of a homomorphism, ideals; principal ideals, operations on ideals. [4] |
Almost all adults suffer a little math anxiety, especially when it comes to everyday problems they think they should be able to figure out in their heads. Want to figure the six percent sales tax on a $34.50 item? A 15 percent tip for a $13.75 check? The carpeting needed for a 12˝-by-17-foot room? No one learns how to do these mental calculations... more...
The reader is introduced to higher mathematics in an experimental way. He works with numerous interactive Java- simulations treating mathematical topics from number theory to infinitesimal calculus and partial differential equations. On the way he playfully learns the EJS simulation technique. Beyond the mathematics simulations the data pool contains... more...
Sales Handle A no-nonsense practical guide to trigonometry, providing concise summaries, clear model examples, and plenty of practice, making this workbook the ideal complement to class study or self-study, preparation for exams or a brush-up on rusty skills. About the Book Established as a successful practical workbook series with over 30... more...... more...
Perfect for revision, this Study Guide concisely covers all the syllabus topics in a digestible format. With lots of opportunity to practise, examiner hints and past exam questions, it will fully prepare students for exams. more...
Fully covering the revised 2012 syllabus and addressing the new focus on applications and the GSC, this text has over 600 pages of guided explanation and exercises to ensure your students achieve the best results. An eBook with extensive digital material gives even more support, with interactive worked solutions, conceptual animations and more. more...
The easy way to brush up on the math skills you need in real life Not everyone retains the math they learned in school. Like any skill, your ability to speak "math" can deteriorate if left unused. From adding and subtracting money in a bank account to figuring out the number of shingles to put on a roof, math in all of its forms factors into daily... more...
The fundamental aim of this book is to communicate the knowledge necessary for a competent mathematical assessment of modern developments in the age of the Internet. Most crucially, this includes an understanding of very large graphs, calculating with large numbers, and calculating using prime number bases. more... |
Math
School of Mathematics, Science & Engineering
MATH 60INTERMEDIATE ALGEBRA I4 Units[Prerequisite: MATH 45 or MATH 45PL or the equivalent skill level as determined by the Southwestern College Mathematics Assessment or equivalent. Recommended Preparation: RDG 56 or the equivalent skill level as determined by the Southwestern College Reading Assessment or equivalent.] Emphasizes intermediate concepts of algebra such as rational numbers, systems of equations in two and three variables, absolute value equations and inequalities, radical expressions, rational exponents, complex numbers, quadratic equations, graphing linear and quadratic functions, and graphing parabolas and circles. Scientific calculator is required. (Not open to students with credit in MATH 60PL or any higher-numbered mathematics course.) [D]
MATH 119ELEMENTARY STATISTICS4 elementary concepts of statistics including measures of central tendency and variability, probability, sampling techniques, binomial, hypergeometric, and normal distributions, statistical estimation and hypothesis testing, regression and correlation. Includes descriptive statistics, probability and probability distributions, and inferences concerning single population means and proportions. Requires graphing calculator and other technologies will be used. [D; CSU; UC]
MATH 121APPLIED CALCULUS I3 concepts and applications of algebra, analytic geometry and the polynomial calculus to solving problems in the physical, biological and social sciences. Requires graphing calculator. (Not open to students with credit in MATH 250 or equivalent.) [D; CSU; UC] |
This website presents the news, events, and research of one of the UK and Ireland's leading astronomical research institutes, Armagh Observatory. Users can learn about the Observatory's many research projects in topics...
Provided by Iowa State University, the Partnerships to Advance Learning in Science: Java Simulations Web site contains several interactive science simulations. Visitors can explore advection, the energy budget,...
Syllabus, course notes, and various proofs, in PDF, PostScript and dvi format. The course assumes that students know about groups, rings, and vector spaces, and covers all the topics in algebra commonly used by analysts...
A shortened version of the notebook Polyhedra.ma from Illustrated Mathematics [Gloor/Amrhein/Maeder95]. Uniform polyhedra have regular faces and congruent vertices. Allowing for non-convex faces and vertex figures,...
A non-traditional Algebra text (high school and early college levels) placed on the Web by the Science Education Team at Los Alamos National Laboratory. Browse it on the Web or download a PDF version. Chapter headings... |
Introduction to Discrete Dynamical Systems and Chaos
(Hardcover)
Introduction to Discrete Dynamical Systems and Chaos Book Description
A timely, accessible introduction to the mathematics of chaos. The past three decades have seen dramatic developments in the theory of dynamical systems, particularly regarding the exploration of chaotic behavior. Complex patterns of even simple processes arising in biology, chemistry, physics, engineering, economics, and a host of other disciplines have been investigated, explained, and utilized. Introduction to Discrete Dynamical Systems and Chaos makes these exciting and important ideas accessible to students and scientists by assuming, as a background, only the standard undergraduate training in calculus and linear algebra. Chaos is introduced at the outset and is then incorporated as an integral part of the theory of discrete dynamical systems in one or more dimensions. Both phase space and parameter space analysis are developed with ample exercises, more than 100 figures, and important practical examples such as the dynamics of atmospheric changes and neural networks. An appendix provides readers with clear guidelines on how to use Mathematica to explore discrete dynamical systems numerically. Selected programs can also be downloaded from a Wiley ftp site (address in preface). Another appendix lists possible projects that can be assigned for classroom investigation. Based on the author's 1993 book, but boasting at least 60ew, revised, and updated material, the present Introduction to Discrete Dynamical Systems and Chaos is a unique and extremely useful resource for all scientists interested in this active and intensely studied field.
About the Author :
Mario Martelli has contributed to Introduction to Discrete Dynamical Systems and Chaos as an author.
Martelli is Professor of Mathematics at California State University at Fullerton.
Popular Searches
The book Introduction to Discrete Dynamical Systems and Chaos by Mario Martelli, M Martelli
(author) is published or distributed by John Wiley & Sons [0471319759, 9780471319757].
This particular edition was published on or around 1999-09-30 date.
Introduction to Discrete Dynamical Systems and Chaos has Hardcover binding and this format has 328 number of pages of content for use.
This book by Mario Martelli, M Martelli |
Painless Algebra - 3rd edition
Summary: Titles in Barron's extensivePainless Seriescover a wide range of subjects as they are taught on middle school and high school levels. These books are written for students who find the subjects unusually difficult and confusing--or in many cases, just plain boring. Barron'sPainless Seriesauthors' main goal is to clear up students' confusion and perk up their interest by emphasizing the intriguing and often exciting ways in which they can put each subject to practical use...show more. Most of these books take a light-hearted approach to their subjects, often employing humor, and always presenting fun-learning exercises that include puzzles, games, and challenging ''Brain Tickler'' problems to solve. This title combines instruction in sentence structure with examination of amusing expressions, and gives tips on e-mail communication, editing a school paper, and moreRoundabout Books Greenfield, MA
0764147153 |
Course
4 Unit 1 - Rates of Change 1st Edition
In Course 4, the
mathematical strands in the Contemporary Mathematics in Context
program become increasingly blended within units. For example, the content
in Unit 3, Logarithmic Functions and Data Models, is primarily
from the algebra and functions strand, but also includes content from
the statistics and probability strand. Another example is Unit 7, Functions
and Symbolic Reasoning. This unit includes content from both the algebra
and functions and geometry and trigonometry strands.
Course 4 of the Contemporary
Mathematics in Context program consists of mathematical content that
allows considerable flexibility in tailoring a course to best prepare
students for various undergraduate mathematics programs. (See the descriptions
of Course 4 Units.)
Unit Overview
Rates of Change
develops student understanding of the fundamental concepts underlying
calculus and their applications.
Unit Objectives
To estimate the rate of change for a variety of quantities
using tables of numerical data, graphical representations, and
symbolic rules and to develop student ability to relate the
rate of change in a quantity to the graph of that quantity
To recognize that the graphs of many nonlinear
functions "look" linear when zoomed in around a point; and
thus the rate of change at a point for a nonlinear function
can be approximated with
the rate of change for a linear function
To estimate the net change in a quantity whose rate function
is given in graphical, tabular, and symbolic forms using systematic
approximations to its rate-of-change function and geometric
considerations
To estimate net change in a quantity by systematically approximating
areas or using integrals in conjunction with a calculator or
computer integration tool
Sample Overview
This sample material
is the first investigation from Lesson 2, "Rates of Change of Familiar
Functions." In this investigation, students use methods of estimating
instantaneous rates of change learned in Lesson 1 to estimate rates
of
change at specific points for linear, quadratic, exponential, and trigonometric
functions. In the remainder of this lesson, students discover ways
to
use a function rule to find the rule of its derivative and investigate
how the shape of the graph of a function can be used to describe
and sketch
the graph of its derivative.
Instructional
Design
Throughout the curriculum,
interesting problem contexts serve as the foundation for instruction.
As lessons unfold around these problem situations, classroom instruction
tends to follow a common pattern as elaborated under Instructional
Design.
View Sample
Material
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How the Algebra
and Functions Strand Continues
In the remainder
of Course 4, students develop understanding of logarithmic functions and
their use in modeling and analyzing problem situations.
Students intending
to pursue college majors in the mathematical, physical, and biological
sciences and engineering extend their ability to use polynomial and rational
functions to solve problems and extend their ability to manipulate symbolic
representations of exponential, common and natural logarithmic, and trigonometric
functions.
A unit that develops
understanding and skill in the use of standard spreadsheet operations
while reviewing and extending many of the basic algebra topics from Courses
1-3 is included for students intending to pursue college programs in social,
management, and some of the health sciences or humanities. |
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