Demystified

Advanced Calculus Demystified

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Date

June 6, 2007

Format

Paperback, 274 pages

ISBN

0071481214 / 9780071481212

Edition Number
1

Language
English

Audience
College/higher education

Imprint
McGraw-Hill Professional

Series
Demystified

Publisher
McGraw-Hill

Country
United States

Copyright
2007

Dimensions
7.4 in Width x 0.48 in Thick

Weight
3.772 lb

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Your Price

$19.95



Overview

Your INTEGRAL tool for mastering ADVANCED CALCULUS

Interested in going further in calculus but don't where to begin? No problem! With Advanced Calculus Demystified, there's no limit to how much you will learn.

Beginning with an overview of functions of multiple variables and their graphs, this book covers the fundamentals, without spending too much time on rigorous proofs. Then you will move through more complex topics including partial derivatives, multiple integrals, parameterizations, vectors, and gradients, so you'll be able to solve difficult problems with ease. And, you can test yourself at the end of every chapter for calculated proof that you're mastering this subject, which is the gateway to many exciting areas of mathematics, science, and engineering.

This fast and easy guide offers:

  • Numerous detailed examples to illustrate basic concepts
  • Geometric interpretations of vector operations such as div, grad, and curl
  • Coverage of key integration theorems including Green's, Stokes', and Gauss'
  • Quizzes at the end of each chapter to reinforce learning
  • A time-saving approach to performing better on an exam or at work

Simple enough for a beginner, but challenging enough for a more advanced student, Advanced Calculus Demystified is one book you won't want to function without!

 

Table of contents

Preface
Acknowledgments
Chapter 1: Functions of Multiple Variables
Chapter 2: Fundamentals of Advanced Calculus
Chapter 3: Derivatives
Chapter 4: Integration
Chapter 5: Cylindrical and Spherical Coordinates
Chapter 6: Parameterizations
Chapter 7: Vectors and Gradients
Chapter 8: Calculus with Parameterizations
Chapter 9: Vector Fields and Derivatives
Chapter 10: Integrating Vector Fields
Chapter 11: Integration Theorems
Final Exam
Answers to Problems
Index

Biographical note

David Bachman, Ph.D., is an assistant professor of mathematics at Pitzer College in California. He currently teaches courses in multivariable calculus as well as mathematical logic games.