Calculus with Analytic Geometry

This popular book emphasizes clarity and brevity like no other mainstream text: This is still the leanest, major calculus text. Like its predecessor, the Seventh Edition features a “natural” approach to calculus. It seeks to be correct without being overly rigorous and up-to- date without being faddish.

Preface
Preliminaries	p. 1
Functions and Limits	p. 43
The Derivative	p. 99
Applications of the Derivative	p. 175
The Integral	p. 231
Applications of the Integral	p. 297
Transcendental Functions	p. 345
Techniques of Integration	p. 403
Indeterminate Forms and Improper Integrals	p. 443
Numerical Methods, Approximations	p. 471
Infinite Series	p. 513
Conics and Polar Coordinates	p. 573
Geometry in the Plane, Vectors	p. 625
Geometry in Space, Vectors	p. 667
The Derivative in n-Space	p. 713
The Integral in n-Space	p. 771
Vector Calculus	p. 821
Differential Equations	p. 871
Appendix	p. 897
Answers to Odd-Numbered Problems	p. A-1
Index	p. I-1
Table of Contents provided by Blackwell. All Rights Reserved.

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Calculus with Analytic Geometry

Summary

Table of Contents

Supplemental Materials