Introductory Calculus. With Analytic Geometry and Linear Algebra

✍ Scribed by A. Wayne Roberts (Auth.)

• Publisher: Elsevier Inc, Academic Press Inc
• Year: 1972
• Tongue: English
• Leaves: 648
• Edition: 2nd
• Category: Library

✦ Table of Contents

Content:
Front Matter, Page iii
Copyright, Page iv
Dedication, Page v
PREFACE TO THE SECOND EDITION, Pages x-xii
ACKNOWLEDGMENTS, Page xiii
CHAPTER 1 - SOME ANALYTIC GEOMETRY, Pages 1a,1-42
CHAPTER 2 - FUNCTIONS, Pages 44-87
CHAPTER 3 - THE DERIVATIVE, Pages 88-115
CHAPTER 4 - MORE ABOUT THE DERIVATIVE, Pages 116-134
CHAPTER 5 - APPLICATIONS, Pages 136-164
CHAPTER 6 - THE DEFINITE INTEGRAL, Pages 166-204
CHAPTER 7 - TRANSCENDENTAL FUNCTIONS, Pages 206-260
CHAPTER 8 - FINDING ANTIDERIVATIVES, Pages 262-285
CHAPTER 9 - CURVES IN THE PLANE, Pages 286-323
CHAPTER 10 - LINEAR ALGEBRA, Pages 324-383
CHAPTER 11 - FUNCTIONS OF SEVERAL VARIABLES, Pages 384-407
CHAPTER 12 - THE DERIVATIVE OF FUNCTIONS OF SEVERAL VARIABLES, Pages 408-445
CHAPTER 13 - INTEGRATION OF FUNCTIONS OF SEVERAL VARIABLES, Pages 446-471
CHAPTER 14 - INFINITE SERIES, Pages 472-506
CHAPTER 15 - DIFFERENTIAL EQUATIONS, Pages 508-556
WHAT NEXT?, Pages 557-558
BIBLIOGRAPHY, Page 559
TABLE OF ANTIDERIVATIVES, Pages 560-566
SOLUTIONS TO PROBLEMS, Pages 568-614
ANSWERS TO ODD EXERCISES, Pages 616-641
INDEX, Pages 643-649