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Exploring calculus with Mathematica for the Macintosh interface James K. Finch , Millianne Lehmann

Por: Colaborador(es): Tipo de material: PartituraPartituraSeries Math Exploration SeriesDetalles de publicación: Reading AddisonWesleyEdición: [1st?] edDescripción: 341 p. gráficos 1 diskete, 1 cuadernilloISBN:
  • 0201555727
Contenidos:
Welcome to Mathematica!
Using graphs and tables
The rocket problem
Curves and slopes
Fermat's method of limits
Polynomial functions and their derivatives
Rational functions and asymptotes
Continuation of the rocket problem
The Mean Value theorem
Assignments and definitions in Mathematica
Sines and cosines
Derivatives of sines and cosines
Projectile motion and parametric equations
Area predicting formulas
Area between curves
Average value of a continuous function
Arc length and Mathematica procedures
Euler's method
The fundamental 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
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Apéndices e índice alfabético, al final del libro

Welcome to Mathematica!

Using graphs and tables

The rocket problem

Curves and slopes

Fermat's method of limits

Polynomial functions and their derivatives

Rational functions and asymptotes

Continuation of the rocket problem

The Mean Value theorem

Assignments and definitions in Mathematica

Sines and cosines

Derivatives of sines and cosines

Projectile motion and parametric equations

Area predicting formulas

Area between curves

Average value of a continuous function

Arc length and Mathematica procedures

Euler's method

The fundamental 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

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