Showing posts with label Mathmatics. Show all posts
Showing posts with label Mathmatics. Show all posts
Thursday, August 6, 2009
Student Edition Answers on Transparenices
Product Description
Student Edition Answers on Transparencies. For each lesson,answers to all: Pratice and Problem Solving Exercises. For each chapter, answers to the: Chapter Test
Birth of Mathematics: Ancient Times to 1300
Grade 6 Up–Each of these volumes covers the lives and contributions of 10 mathematicians arranged chronologically. Short biography are followed by in-depth explanations of their contributions to the field and a brief conclusion. Each entry also includes a bibliography and Web sites specific to the subject. Black-and-white reproductions, diagrams and equations, drawings, reproductions of documents, and a specialized glossary aid in understanding. Volumes include both well- and lesser known individuals from Pythagoras and Hypatia to Omar Khayyám, and John von Neumann. Tucker McElroy's A to Z of Mathematicians (Facts On File, 2005) includes 150 mathematicians but without the depth of coverage found here. Leonard C. Bruno's Math & Mathematicians (Gale, 1999) contains the biographies of 50 mathematicians and 35 articles describing mathematical principles and concepts. The Pioneers in Mathematics series contains fewer individuals but gives ample information for reports.–Ann Joslin, Fort LeBoef School District, Waterford, PA
Copyright © Reed Business Information, a division of Reed Elsevier Inc. All rights reserved. In the first of a projected five volumes in his Pioneers in Mathematics series, Bradley explores in exact detail the mathematical advances and other discoveries of 10 early mathematicians, from Thales of Miletus to Leonardo Fibonnaci. Illustrated with many mathematical figures and equations, this study complements Joy Hakim's broader and more readable Story of Science: Aristotle Leads the Way (2004) by looking more closely at each thinker's surviving major works. Bradley also includes a woman (Hypatia of Alexandria), two Indian and two Muslim luminaries on the roster of greats. Multimedia resource lists follow each chapter and also close the volume. John Peters
Copyright © American Library Association. All rights reserved
Teacher's Wraparound Edition Mathmatics Applications and Connections Course 3
Teacher's Edition Middle School course 3. Algebra and Geometry Investications. Area and Volume, Stats, Integers. Real Numbers, Rational numbers. Applications with percent. Discrete Math and probabilities.t
Lectures on the Mathmatics of Finance
In this text, the author discusses the main aspects of mathematical finance. These include arbitrage, hedging and pricing of contingent claims, portfolio optimization, incomplete and/or constrained markets, equilibrium, and transaction costs. The book outlines advances made possible during the last fifteen years due to the methodologies of stochastic analysis and control. Readers are presented with current research, and open problems are suggested. Provides an excellent introduction to a wide range of topics in mathematical finance. -- Mathematical Reviews
Developmental Mathematics THEA plus MyMathLab Student Access Kit, Developmental Mathmatics THEA
Building on its reputation for accurate content and a unified system of instruction, the Seventh Edition of Bittinger/Beecher’s Developmental Mathematics paperback integrates success-building study tools, innovative pedagogy, and a comprehensive instructional support package with time-tested teaching techniques.
Whole Numbers, Fraction Notation, Decimal Notation, Percent Notation, Data, Graphs, and Statistics, Geometry, Introduction to Real Numbers and Algebraic Expressions, Solving Equations and Inequalities, Graphs of Linear Equations, Polynomials: Operations, Polynomials: Factoring, Rational Expressions and Equations, Systems of Equations, Radical Expressions and Equations, Quadratic Equations
A DEFENSE OF FREE-THINKING IN MATHEMATICS --- WITH LINKED TABLE OF CONTENTS
George Berkeley (pronounced /ˈbɑrkli/) (12 March 1685 – 14 January 1753), also known as Bishop Berkeley, was an Irish philosopher.
Elementary and Middle School Mathmatics: Teaching Developmentally
Review
Praise for Elementary and Middle School Mathematics. "Overall, this book is an excellent resource for those who are investigating the teaching of mathematics at the elementary and middle school levels...Above all, the emphasis on student-centered problem solving is consistent with current trends and practices. This book is unique in that it challenges assumptions and traditional practices." Katherine Chamberlain, Lycoming College ~"I have used Van de Walle since it came on the market and still feel it is, by far, the best available! The layout is excellent. The philosophical basis of the text is superb-It's easy to read by both undergraduates and graduate students in that it makes connections between their experiences and the philosophical foundations. Three major strengths include the references to the NCTM Standards, inclusion of algebraic thought at all grade levels, and the continued development of the same themes and philosophical foundations." Tim Whiteford, Trinity College of Vermont ~" [One] of the major reasons why Van de Walle's text is so useful...is the text's involvement of the reader in the development of 'mathematical reasoning.' It creates a thinker." Timothy Touzel, Coastal Carolina University --This text refers to an out of print or unavailable edition of this title. Product Description
This best-selling K-8 math methods text has the most coverage of the NCTM standards, the strongest coverage of middle school mathematics, and the highest student approval of any other text on the market. Elementary and Middle School Mathematics provides an unparalleled depth of ideas and discussion to help students develop a real understanding of the mathematics they will teach. John Van de Walle is one of the foremost experts on how children learn mathematics, and 80 percent of students keep his book for reference when they enter the classroom. The text reflects the NCTM Principles and Standards and the benefits of constructivist-or student-centered-mathematics instruction. Moreover, it is structured for maximum flexibility, offering 24 brief, compartmentalized chapters that may be mixed and matched to fit any course or teaching approach. --This text refers to an out of print or unavailable edition of this title.
Plato on Atlantis - Timaeus & Critias
Product Description
Atlantis is the name of a legendary island first mentioned in Plato's dialogues "Timaeus" and "Critias". In Plato's account, Atlantis, lying "beyond the pillars of Heracles", was a naval power that conquered many parts of Western Europe and Africa 9,000 years before the time of Solon, or approximately 9500 BC. After a failed attempt to invade Athens, Atlantis sank into the ocean "in a single day and night of misfortune".
The GIANT Encyclopedia of Math Activities: Over 600 Activities Created by Teachers for Teachers
Product Description
The twelfth book in this best-selling series features six hundred creative math activities written by teachers for teachers. Organized by curriculum area or time of day, each activity is complete with math concepts, materials needed, and step-by-step instructions. Math is the new focus in early childhood education, and the easy-to-use math concept index is a fabulous feature for teachers so they can easily find appropriate activities for the children they teach. Loved by children because they're fun, and by teachers because they are developmentally appropriate, the activities in The GIANT Encyclopedia of Math Activities will captivate children's imaginations and create wonderful opportunities for learning and fun.
Sample activities include:
* A-Weigh We Go
* Beanbag Toss
* Jump Rope Math
* Birthday Cake Counting
* Matchbox Dealership
* Bug Catcher Game
* Walk the Shape
* Cat in the Hat Money Game
* Japanese Shell Game
* Dalmatian Counting Cards
* Magic Numbers
* Friendship Walk
* Copy Cat Constructions
* The Great Shoe Search
* How Many Blocks Make a Body?
* Leaping Lily Pads!
* Tower of Numbers
* Ping-Pong Math
* Colored Straw Necklace
* The Secret Button
* Shapes in the Neighborhood
* Animal Dance
* "Welcome to Our Class" Puzzle
* Body Graphing
* Busy Bees
* Fraction Friends
* Ode to Money
About the Author
Kathy Charner has been with Gryphon House for over 15 years. She is the editor of several books including: The GIANT Encyclopedia of Learning Center Activities; The GIANT Encyclopedia of Circle Time Activities; The GIANT Encyclopedia of Art & Craft Activities; The GIANT Encyclopedia of Science Activities; and The GIANT Encyclopedia of Activities for Four-Year-Olds.
The twelfth book in this best-selling series features six hundred creative math activities written by teachers for teachers. Organized by curriculum area or time of day, each activity is complete with math concepts, materials needed, and step-by-step instructions. Math is the new focus in early childhood education, and the easy-to-use math concept index is a fabulous feature for teachers so they can easily find appropriate activities for the children they teach. Loved by children because they're fun, and by teachers because they are developmentally appropriate, the activities in The GIANT Encyclopedia of Math Activities will captivate children's imaginations and create wonderful opportunities for learning and fun.
Sample activities include:
* A-Weigh We Go
* Beanbag Toss
* Jump Rope Math
* Birthday Cake Counting
* Matchbox Dealership
* Bug Catcher Game
* Walk the Shape
* Cat in the Hat Money Game
* Japanese Shell Game
* Dalmatian Counting Cards
* Magic Numbers
* Friendship Walk
* Copy Cat Constructions
* The Great Shoe Search
* How Many Blocks Make a Body?
* Leaping Lily Pads!
* Tower of Numbers
* Ping-Pong Math
* Colored Straw Necklace
* The Secret Button
* Shapes in the Neighborhood
* Animal Dance
* "Welcome to Our Class" Puzzle
* Body Graphing
* Busy Bees
* Fraction Friends
* Ode to Money
About the Author
Kathy Charner has been with Gryphon House for over 15 years. She is the editor of several books including: The GIANT Encyclopedia of Learning Center Activities; The GIANT Encyclopedia of Circle Time Activities; The GIANT Encyclopedia of Art & Craft Activities; The GIANT Encyclopedia of Science Activities; and The GIANT Encyclopedia of Activities for Four-Year-Olds.
Math Doesn't Suck:How to Survive Middle School Math
When I was seven, my mother got a Mathematics degree. At 29, I got my own Mathematics degree -- and of 60 people that day who got Math bachelor degrees then and there with me, only three were women. My mother proved, and those three co-graduating women proved, and Danica proves now, that women can learn math. But that's not what junior-high and high school girls think, is it? Most teen girls think they're math-morons.
Danica has written this book for such math-panicked teen girls -- Danica has written this book not only to TEACH them, but to ENCOURAGE them: "You can learn this!"
The math covered in Danica's book is junior-high level -- Danica presumes that the reader already knows how to add, subtract, multiply, and divide; then Danica takes the reader up through Algebra I. Danica's math is solid; and Danica's explanations, easy to understand.
But this is not your brother's math book. If you flipped through the book quickly, not reading the text, the illustrations and all the girly-handwriting would make you think that it was a book about teen fashion. The book also has chapter headings like no other math book I've seen -- Chapter 7, for instance, is entitled, "Is Your Sister Trying to Cheat You Out of Your Fair Share? (Comparing Fractions)." Chapter 9, on complex fractions, starts out, "Say you're trying on an outfit for a party. You've got the dress, the shoes, and the earrings -- and now you're choosing the right necklace...."
Danica also includes three "testimonials" (profiles) of young women who are successful in their careers because they've mastered math. Rather than show three "Ugly Betties" or nerdettes, the three women profiled are BABES.
To me, the most amazing thing about her book is that she tells the "blank quiz" story about herself: In a seventh-grade math class, "[w]hen the bell rang and my quiz was still blank, I wanted to disappear into my chair. I just didn't want to EXIST."
When I read this book, I learned something. Not about math, but about people. Junior-high girls, in particular. I give this book a 4.99999999999999999...-star rating.What will this book teach your daughter? That she can work out math problems by herself. That she can learn to love math, and even excel at it. And that she can do these things while still being every bit as girlie as she wants to be. Makeup and math? Yes, this book says, you can love them both.
Will girls read it? I think so, because, unlike so many academic texts, "Math Doesn't Suck" is so much more than a study guide. Author McKellar -- yes, Winnie Cooper from "The Wonder Years" but also a summa cum laude math grad from UCLA -- combines a step-by-step approach to middle-school math concepts with lots of personal anecdotes (such as how she once struggled with particular math problems) as well as stories of how other feminine women have excelled in the subject. Also adding some insight is McKellar's 12-year-old goddaughter, Tori.
Best of all, McKellar makes her points well. Each chapter is devoted to just one topic (i.e., decimals, or factoring) and uses real-life situations (baby-sitting, shopping) that really make things easy to understand.
Overall the book's chapter titles are a little too pink-and-purple for my tastes, but then again I'm not the target audience. I'm not 13, striving to define myself while getting Paris Hilton, the Pussycat Dolls and Hooters commercials driven into my brain. Girls can be smart AND feminine? Math is for them? Say amen, somebody!
Danica has written this book for such math-panicked teen girls -- Danica has written this book not only to TEACH them, but to ENCOURAGE them: "You can learn this!"
The math covered in Danica's book is junior-high level -- Danica presumes that the reader already knows how to add, subtract, multiply, and divide; then Danica takes the reader up through Algebra I. Danica's math is solid; and Danica's explanations, easy to understand.
But this is not your brother's math book. If you flipped through the book quickly, not reading the text, the illustrations and all the girly-handwriting would make you think that it was a book about teen fashion. The book also has chapter headings like no other math book I've seen -- Chapter 7, for instance, is entitled, "Is Your Sister Trying to Cheat You Out of Your Fair Share? (Comparing Fractions)." Chapter 9, on complex fractions, starts out, "Say you're trying on an outfit for a party. You've got the dress, the shoes, and the earrings -- and now you're choosing the right necklace...."
Danica also includes three "testimonials" (profiles) of young women who are successful in their careers because they've mastered math. Rather than show three "Ugly Betties" or nerdettes, the three women profiled are BABES.
To me, the most amazing thing about her book is that she tells the "blank quiz" story about herself: In a seventh-grade math class, "[w]hen the bell rang and my quiz was still blank, I wanted to disappear into my chair. I just didn't want to EXIST."
When I read this book, I learned something. Not about math, but about people. Junior-high girls, in particular. I give this book a 4.99999999999999999...-star rating.What will this book teach your daughter? That she can work out math problems by herself. That she can learn to love math, and even excel at it. And that she can do these things while still being every bit as girlie as she wants to be. Makeup and math? Yes, this book says, you can love them both.
Will girls read it? I think so, because, unlike so many academic texts, "Math Doesn't Suck" is so much more than a study guide. Author McKellar -- yes, Winnie Cooper from "The Wonder Years" but also a summa cum laude math grad from UCLA -- combines a step-by-step approach to middle-school math concepts with lots of personal anecdotes (such as how she once struggled with particular math problems) as well as stories of how other feminine women have excelled in the subject. Also adding some insight is McKellar's 12-year-old goddaughter, Tori.
Best of all, McKellar makes her points well. Each chapter is devoted to just one topic (i.e., decimals, or factoring) and uses real-life situations (baby-sitting, shopping) that really make things easy to understand.
Overall the book's chapter titles are a little too pink-and-purple for my tastes, but then again I'm not the target audience. I'm not 13, striving to define myself while getting Paris Hilton, the Pussycat Dolls and Hooters commercials driven into my brain. Girls can be smart AND feminine? Math is for them? Say amen, somebody!
Calculus: Early Transcendentals
I have used this gargantuan book for three semesters now. This book is proof that quality does not equal quantity (1100+ pages). The book has lots of pictures, which I suppose is why it is so big. How do color photographs of nature scenes aid one's understanding of calculus? Answer: they don't...period.
Yet for such a large book, coverage is quite sparse. The coverage starts with a slow introduction to functions, which I suppose is good for high-school students or students who lack the most basic mathematical background, but not for typical college students. Very little of the coverage has any depth, and too many proofs are 'outside the scope of this book'. By the time Stewart gets to vector calculus (covered in a single chapter), the coverage has become pure cookbook. For instance, divergence and curl are given as formulas, with no real discussion of their significance.
Also, the book is organized very strangely. For instance, parametric equations and parametric surfaces are discussed in separate chapters. Even worse, the relationships between parametric curves, scalar fields and vector fields (the three types of multivariable functions) are never discussed. Perhaps it was just hard for me to see the relationships because they were on opposite sides of an 1100-page phonebook!
Suggestion to Mr. Stewart: If you feel your book really needs to be so long winded, at least break the book into two or three volumes. Carrying my books to class shouldn't feel like boot camp!!! My friends think I'm carrying bricks in my backpack!!!
And to the students: if you have a choice in the matter, consider either Apostol's "Calculus" or Spivak's "Calculus". If you are really adventurous, try Courant or maybe even Rudin. Also, for a pretty-good intro to vector calculus, check out Schey's "Div, Grad, Curl". I have taught calculus courses with this and other books, and this one is actually pretty good.
I disagree with those reviewers that say that this is a "proof-oriented" book. Yes, many of the important theorems in calculus (the Fundamental Theorem of Calculus, the Mean Value Theorem) are proven, but the topological ones like the Extreme Value Theorem and Intermediate Value Theorem are not (perhaps that's too much to ask of a first-year course for non-majors, however). There is an overuse of color in the text, and the accursed box is drawn around way too many things, logically equating theorems, definitions, principles, and terminologies specific to the book like "The Closed Interval Test".
What the book is very good at is providing lots of real-life examples and problems. In fact, these save the book. Each chapter teases some of the more interesting ones (how fast does a turkey cool after you take it out of the oven?) There are extended problems called "Applied Projects." I was particularly impressed with those from the related rates and optimization sections. Problems like these are what turned me on to math. Just a few more theoretical problems would complete the picture, however. Many students can calculate derivatives of functions, but few will come away with an idea of what functions and derivatives really are.
In summary, this is very good book for non-math majors (e.g., engineers). It needs only be supplemented in class with the foundational material. For majors, however, I recommend Spivak's _Calculus_ book.
Yet for such a large book, coverage is quite sparse. The coverage starts with a slow introduction to functions, which I suppose is good for high-school students or students who lack the most basic mathematical background, but not for typical college students. Very little of the coverage has any depth, and too many proofs are 'outside the scope of this book'. By the time Stewart gets to vector calculus (covered in a single chapter), the coverage has become pure cookbook. For instance, divergence and curl are given as formulas, with no real discussion of their significance.
Also, the book is organized very strangely. For instance, parametric equations and parametric surfaces are discussed in separate chapters. Even worse, the relationships between parametric curves, scalar fields and vector fields (the three types of multivariable functions) are never discussed. Perhaps it was just hard for me to see the relationships because they were on opposite sides of an 1100-page phonebook!
Suggestion to Mr. Stewart: If you feel your book really needs to be so long winded, at least break the book into two or three volumes. Carrying my books to class shouldn't feel like boot camp!!! My friends think I'm carrying bricks in my backpack!!!
And to the students: if you have a choice in the matter, consider either Apostol's "Calculus" or Spivak's "Calculus". If you are really adventurous, try Courant or maybe even Rudin. Also, for a pretty-good intro to vector calculus, check out Schey's "Div, Grad, Curl". I have taught calculus courses with this and other books, and this one is actually pretty good.
I disagree with those reviewers that say that this is a "proof-oriented" book. Yes, many of the important theorems in calculus (the Fundamental Theorem of Calculus, the Mean Value Theorem) are proven, but the topological ones like the Extreme Value Theorem and Intermediate Value Theorem are not (perhaps that's too much to ask of a first-year course for non-majors, however). There is an overuse of color in the text, and the accursed box is drawn around way too many things, logically equating theorems, definitions, principles, and terminologies specific to the book like "The Closed Interval Test".
What the book is very good at is providing lots of real-life examples and problems. In fact, these save the book. Each chapter teases some of the more interesting ones (how fast does a turkey cool after you take it out of the oven?) There are extended problems called "Applied Projects." I was particularly impressed with those from the related rates and optimization sections. Problems like these are what turned me on to math. Just a few more theoretical problems would complete the picture, however. Many students can calculate derivatives of functions, but few will come away with an idea of what functions and derivatives really are.
In summary, this is very good book for non-math majors (e.g., engineers). It needs only be supplemented in class with the foundational material. For majors, however, I recommend Spivak's _Calculus_ book.
Kaplan GRE Exam Math Workbook
This book offers a good overview of the math tested on the GRE General Test. It's essentially an overview of math concepts learned in high school - but this is the level of math tested on the general test. (Only the GRE Math Subject Test tests more advanced concepts like calculus.) If you are like me and have not taken any sort of math class in years and would like a refresher in Algebra and Geometry to prepare for the GRE General Test, then this book is a good place to start.
It provides overviews of the concepts - including how to apply them to the specific kinds of questions you will see on the GRE - and there are lots of practice problems, which are divided into beginner, intermediate, and advanced levels so you can focus on the level you're at in each section. The difficulty levels of the problems are comparable to the difficulty levels of the practice problems you can download from the ETS site itself. (The main difference is that the Kaplan book offers many more practice problems.)
However, if you already have a solid understanding of high school level math concepts, then even the most advanced problems in this book will seem easy. The Barron's "How to Prepare for the GRE" book is a much better book for practicing difficult math problems and upping your chances for an 800 in math. Overall, the Kaplan math workbook offers more practice problems than any other study resource I came across and is a great place to start if you're not already at the advanced level in math. It's also sufficient enough to use as your only math preparation if you're not aiming for the 800 level.I bought this book in an attempt to review high school math concepts that I hadn't used in over a decade. It far exceeded my expectations. There are chapters for basic review of each of the math concepts tested on the GRE--and most helpful, at the end of the book, there are 3 chapters that combine all the concepts into problem solving questions exactly like those that are likely to appear on the test iteself. Furthermore, the explanations are clear and easy to understand. I took the GRE last week and was stunned when I saw my math scores. I have already recommended this book to friends who are long out of high school!t
It provides overviews of the concepts - including how to apply them to the specific kinds of questions you will see on the GRE - and there are lots of practice problems, which are divided into beginner, intermediate, and advanced levels so you can focus on the level you're at in each section. The difficulty levels of the problems are comparable to the difficulty levels of the practice problems you can download from the ETS site itself. (The main difference is that the Kaplan book offers many more practice problems.)
However, if you already have a solid understanding of high school level math concepts, then even the most advanced problems in this book will seem easy. The Barron's "How to Prepare for the GRE" book is a much better book for practicing difficult math problems and upping your chances for an 800 in math. Overall, the Kaplan math workbook offers more practice problems than any other study resource I came across and is a great place to start if you're not already at the advanced level in math. It's also sufficient enough to use as your only math preparation if you're not aiming for the 800 level.I bought this book in an attempt to review high school math concepts that I hadn't used in over a decade. It far exceeded my expectations. There are chapters for basic review of each of the math concepts tested on the GRE--and most helpful, at the end of the book, there are 3 chapters that combine all the concepts into problem solving questions exactly like those that are likely to appear on the test iteself. Furthermore, the explanations are clear and easy to understand. I took the GRE last week and was stunned when I saw my math scores. I have already recommended this book to friends who are long out of high school!t
Friday, June 5, 2009
UNIFIX MATHMATICS ACT.-BK 1
Product Description
This book is organized around the basic mathematical concepts taught in preschool and early elementary grades. # Paperback
# Publisher: DIDAX (1995)
# ISBN-10: 1885111002
# ISBN-13: 978-1885111005
# ASIN: B000GHIW4S
# Shipping Weight: 14.4 ounces
# Average Customer Review: No customer reviews yet. Be the first.
# Amazon.com Sales Rank: #3,719,963 in Books (See Bestsellers in Books)
Understanding Algebraic Expression; Transitional Mathmatics; Teacher's Guide
# Spiral-bound
# Publisher: Sopris West Educaitonal Services (2005)
# ISBN-10: 1593182295
# ISBN-13: 978-1593182298
A DEFENSE OF FREE-THINKING IN MATHEMATICS --- WITH LINKED TABLE OF CONTENTS
Product Description
George Berkeley (pronounced /ˈbɑrkli/) (12 March 1685 – 14 January 1753), also known as Bishop Berkeley, was an Irish philosopher.
[Source: Wikipedia.org] # Format: Kindle Edition
# File Size: 71 KB
# Publisher: Classics-Unbound (February 2, 2009)
# Sold by: Amazon Digital Services
# Language: English
# ASIN: B001RNNRI6
# Average Customer Review: No customer reviews yet. Be the first.
# Amazon.com Sales Rank: #150,168 in Kindle Store (See Bestsellers in Kindle Store)
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