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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. |
The New copy of this book will include any supplemental materials advertised. Please check the title of the book to determine if it should include any access cards, study guides, lab manuals, CDs, etc.
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