If you want to print out the text, you should probably download individual chapters; if you want to read the book on a computer screen, the "whole book" is a better choice, as it contains live links that let you easily jump from place to place in the book. The links "2 up" and "4 up" will give you versions with two or four book pages per printed page.

The PDF reader from Adobe might not let you markup these pdf files. There is a nice, free PDF viewer for Windows that will allow you to read them and add highlighting, sticky tabs, etc. It is at http://www.docu-track.com/home/prod_user/PDF-XChange_Tools/pdfx_viewer

Send comments, suggestions, corrections, and contributions to guichard@whitman.edu.

Last update: February 3, 2012, 8:36

Table of Contents and Introduction (2 up) (4 up)

Chapter 1: Analytic Geometry (2 up) (4 up)

Chapter 2: The Derivative (2 up) (4 up)

Chapter 3: Rules for Finding Derivatives (2 up) (4 up)

Chapter 4: Trigonometric Functions (2 up) (4 up)

Chapter 5: Curve Sketching (2 up) (4 up)

Chapter 6: Applications of the Derivative (2 up) (4 up)

Chapter 7: Integration (2 up) (4 up)

Chapter 8: Applications of Integration (2 up) (4 up)

Chapter 9: Transcendental Functions (2 up) (4 up)

Chapter 10: Techniques of Integration (2 up) (4 up)

Chapter 11: More Applications of Integration (2 up) (4 up)

Chapter 12: Polar Coordinates, Parametric Equations (2 up) (4 up)

Chapter 13: Sequences and Series (2 up) (4 up)

Chapter 14: Three Dimensions (2 up) (4 up)

Chapter 15: Vector Functions (2 up) (4 up)

Chapter 16: Partial Differentiation (2 up) (4 up)

Chapter 17: Multiple Integration (2 up) (4 up)

Chapter 18: Vector Calculus (2 up) (4 up)

Chapter 19: Differential Equations (2 up) (4 up)

Appendix A: Answers (2 up) (4 up)