Higher Education

# CalcLabs with Maple for Single Variable Calculus, 4th Edition

• Philip B. Yasskin Texas A & M University
• Maurice Rahe Texas A & M University
• David Barrow Texas A & M University
• Art Belmonte Texas A & M University
• Albert Boggess Texas A & M University
• Jeff Morgan Texas A & M University
• Kirby Smith Texas A & M University
• Michael Stecher Texas A & M University
• ISBN-10: 0495560626  |  ISBN-13: 9780495560623
• 272 Pages
• Previous Editions: 2005, 2001, 1997
• College Bookstore Wholesale Price = \$92.50

### Overview

Maple is a powerful software tool for mathematical computations and visualization. The goal of this manual is to introduce Maple to students who are taking first year calculus. As such, Maple is a tool to solve problems that are too difficult to solve by hand. In addition, students will improve their understanding of the concepts of calculus. The order of the material is organized by computational topic and should be suitable for most texts on Single Variable calculus.

### Features and Benefits

• This manual was originally written in the spring of 1995 with Maple V Release 3 and was independent of any particular textbook. Subsequent editions were modified to match various editions of the Calculus textbooks by James Stewart. The current edition is again independent of any particular textbook. In each edition, the files were originally written as Maple worksheets and then exported as LaTeX files in order to ensure that no errors (hopefully) were made in transcribing Maple output into the text.
• The projects are generally ordered according to calculus topic required.

1. Getting Started.
2. Expression, Functions and Equations.
3. Data Sets and Parametric Curves.
4. Differentiation.
5. Applications of Differentiation.
6. Integrals.
7. Applications of Integration.
8. Differential Equations.
9. Sequences and Series.
10. Programming with Maple.
11. Troubleshooting Tips.
12. Projects.
Appendix.

### What's New

• Examples, exercises and projects range in difficulty and length to provide students with a complete understanding of Maple functions and uses.

## Meet the Author

### Philip B. Yasskin

Ph.D., University of Maryland

### Maurice Rahe

Ph.D., Stanford University

### David Barrow

Ph.D., Stanford University

### Jeff Morgan

Ph.D., University of Houston