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Edition: 94

Copyright: 1994

Publisher: John Wiley & Sons, Inc.

Published: 1994

International: No

Copyright: 1994

Publisher: John Wiley & Sons, Inc.

Published: 1994

International: No

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An innovative text that emphasizes the graphical, numerical and analytical aspects of calculus throughout and often asks students to explain ideas using words. This problem driven text introduces topics with a real-world problem and derives the general results from it. It can be used with any technology that can graph and find definite integrals numerically. The derivative, the integral, differentiation, and differential equations are among the topics covered.

A Library of Functions.

Key Concept: The Derivative.

Key Concept: The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Reconstructing a Function from Its Derivative.

The Integral.

Using the Definite Integral.

Differential Equations.

Approximations.

Appendices.

Index.

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Summary

An innovative text that emphasizes the graphical, numerical and analytical aspects of calculus throughout and often asks students to explain ideas using words. This problem driven text introduces topics with a real-world problem and derives the general results from it. It can be used with any technology that can graph and find definite integrals numerically. The derivative, the integral, differentiation, and differential equations are among the topics covered.

Table of Contents

A Library of Functions.

Key Concept: The Derivative.

Key Concept: The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Reconstructing a Function from Its Derivative.

The Integral.

Using the Definite Integral.

Differential Equations.

Approximations.

Appendices.

Index.

Publisher Info

Publisher: John Wiley & Sons, Inc.

Published: 1994

International: No

Published: 1994

International: No

A Library of Functions.

Key Concept: The Derivative.

Key Concept: The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Reconstructing a Function from Its Derivative.

The Integral.

Using the Definite Integral.

Differential Equations.

Approximations.

Appendices.

Index.