Exploring calculus with mathematica : for the Macintosh interface
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Bibliographic Information
Exploring calculus with mathematica : for the Macintosh interface
（Math exploration series）
Addison-Wesley Pub. Co., c1992
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Note
With 1 diskette
Includes index
Description and Table of Contents
Table of Contents
- The explorations
- welcome to Mathematica!
- using graphs and tables
- the rocket problem
- curves and slopes
- Fermat's method of limits
- polynomial functions and their drivatives
- rational functions and asymptotes
- continuation of the rocket problem
- the mean value theorem
- assignments and definitions in Mathematica
- sines and cosines
- projectile motion and parametric equations
- area predicting formulas
- arc between curves
- average value of a continuous function
- arc length and Mathematica procedures
- Euler's method
- the fundemental theorem of calculus
- numerical integration
- the exponential function and e
- exponential decay
- projectile motion in a resisting medium
- surfaces
- 3D critical points
- constrained optimization in two variables. Appendices.
by "Nielsen BookData"