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Edition: 7TH 96

Copyright: 1996

Publisher: Harpercollins College Division

Published: 1996

International: No

Copyright: 1996

Publisher: Harpercollins College Division

Published: 1996

International: No

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The Calculus by Louis Leithold, one of the most trusted and highly regarded textbooks in the field, is a proven work from which more than one million students from mathematics, engineering, and the physical life and social sciences have learned calculus. The presentation is still geared to a beginner's experience and maturity, and the step-by-step explanations, abundant worked examples, and wide variety of applications and exercises continue to be distinctive features of the text. The Seventh Edition, a major revision, addresses recent changes in teaching and learning calculus the following ways: (1) by incorporating the technology to enhance the teaching and learning of calculus, not to replace the mathematics or de-emphasize the theoretical topics; (2) by observing the principle "Reform with Reason."

Functions, Limits, and Continuity

The Derivative and Differentiation

Behavior of Functions and Their Graphs, Extreme Function Values, and Approximations

The Definite Integral and Integration

Logarithmic, Exponential, Inverse Trigonometric, and Hyperbolic Functions

Additional Applications of the Definite Integral

Techniques of Integration, Indeterminate Forms, and Improper Integrals

Polynomial Approximations, Sequences, and Infinite Series

Parametric Equations, Plane Curves, and Polar Graphs

Vectors and Planes, Lines, and Surfaces in Space

Vector-Valued Functions

Differential Calculus of Functions of More Than One Variable

Multiple Integration

Introduction to the Calculus of Vector Fields

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Summary

The Calculus by Louis Leithold, one of the most trusted and highly regarded textbooks in the field, is a proven work from which more than one million students from mathematics, engineering, and the physical life and social sciences have learned calculus. The presentation is still geared to a beginner's experience and maturity, and the step-by-step explanations, abundant worked examples, and wide variety of applications and exercises continue to be distinctive features of the text. The Seventh Edition, a major revision, addresses recent changes in teaching and learning calculus the following ways: (1) by incorporating the technology to enhance the teaching and learning of calculus, not to replace the mathematics or de-emphasize the theoretical topics; (2) by observing the principle "Reform with Reason."

Table of Contents

Functions, Limits, and Continuity

The Derivative and Differentiation

Behavior of Functions and Their Graphs, Extreme Function Values, and Approximations

The Definite Integral and Integration

Logarithmic, Exponential, Inverse Trigonometric, and Hyperbolic Functions

Additional Applications of the Definite Integral

Techniques of Integration, Indeterminate Forms, and Improper Integrals

Polynomial Approximations, Sequences, and Infinite Series

Parametric Equations, Plane Curves, and Polar Graphs

Vectors and Planes, Lines, and Surfaces in Space

Vector-Valued Functions

Differential Calculus of Functions of More Than One Variable

Multiple Integration

Introduction to the Calculus of Vector Fields

Publisher Info

Publisher: Harpercollins College Division

Published: 1996

International: No

Published: 1996

International: No

Functions, Limits, and Continuity

The Derivative and Differentiation

Behavior of Functions and Their Graphs, Extreme Function Values, and Approximations

The Definite Integral and Integration

Logarithmic, Exponential, Inverse Trigonometric, and Hyperbolic Functions

Additional Applications of the Definite Integral

Techniques of Integration, Indeterminate Forms, and Improper Integrals

Polynomial Approximations, Sequences, and Infinite Series

Parametric Equations, Plane Curves, and Polar Graphs

Vectors and Planes, Lines, and Surfaces in Space

Vector-Valued Functions

Differential Calculus of Functions of More Than One Variable

Multiple Integration

Introduction to the Calculus of Vector Fields