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A revision of the best selling innovative Calculus text on the market. Functions are presented graphically, numerically, algebraically, and verbally to give readers the benefit of alternate interpretations. The text is problem driven with exceptional exercises based on real world applications from engineering, physics, life sciences, and economics. Revised edition features new sections on limits and continuity, limits, l 'Hopital's Rule, and relative growth rates, and hyperbolic functions.

**Hughes-Hallett, Deborah : Harvard University**

**Gleason, Andrew M. : Harvard University**

**Flath, Daniel E. : University of South Alabama**

**Lock, Patti Frazer : St. Lawrence University**

**Gordon, Sheldon P. : Suffolk County Community College Central Administration**

**Lomen, David O. : University of Arizona**

**Lovelock, David : University of Arizona**

**McCallum, William G. : University of Arizona**

**Osgood, Brad G. : Stanford University**

**Pasquale, Andrew : Chelmsford High School**

**Tecosky-Feldman, Jeff : Haverford College**

**Thrash, Joe B. : University of Southern Mississippi**

**Thrash, Karen R. : University of Southern Mississippi**

**Tucker, Thomas W. : Colgate University**

**Bretscher, Otto K. : Harvard University**

**Quinney, Douglas : Keele University**

A Library of Functions.

Key Concept : The Derivative.

Key Concept : The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Constructing Antiderivatives.

Integration.

Using the Definite Integral.

Approximations and Series.

Differential Equations.

Appendix

Answers to Odd Numbered Problems

Index

Summary

A revision of the best selling innovative Calculus text on the market. Functions are presented graphically, numerically, algebraically, and verbally to give readers the benefit of alternate interpretations. The text is problem driven with exceptional exercises based on real world applications from engineering, physics, life sciences, and economics. Revised edition features new sections on limits and continuity, limits, l 'Hopital's Rule, and relative growth rates, and hyperbolic functions.

Author Bio

**Hughes-Hallett, Deborah : Harvard University**

**Gleason, Andrew M. : Harvard University**

**Flath, Daniel E. : University of South Alabama**

**Lock, Patti Frazer : St. Lawrence University**

**Gordon, Sheldon P. : Suffolk County Community College Central Administration**

**Lomen, David O. : University of Arizona**

**Lovelock, David : University of Arizona**

**McCallum, William G. : University of Arizona**

**Osgood, Brad G. : Stanford University**

**Pasquale, Andrew : Chelmsford High School**

**Tecosky-Feldman, Jeff : Haverford College**

**Thrash, Joe B. : University of Southern Mississippi**

**Thrash, Karen R. : University of Southern Mississippi**

**Tucker, Thomas W. : Colgate University**

**Bretscher, Otto K. : Harvard University**

**Quinney, Douglas : Keele University**

Table of Contents

A Library of Functions.

Key Concept : The Derivative.

Key Concept : The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Constructing Antiderivatives.

Integration.

Using the Definite Integral.

Approximations and Series.

Differential Equations.

Appendix

Answers to Odd Numbered Problems

Index

Publisher Info

Publisher: John Wiley & Sons, Inc.

Published: 1998

International: No

Published: 1998

International: No

**Hughes-Hallett, Deborah : Harvard University**

**Gleason, Andrew M. : Harvard University**

**Flath, Daniel E. : University of South Alabama**

**Lock, Patti Frazer : St. Lawrence University**

**Gordon, Sheldon P. : Suffolk County Community College Central Administration**

**Lomen, David O. : University of Arizona**

**Lovelock, David : University of Arizona**

**McCallum, William G. : University of Arizona**

**Osgood, Brad G. : Stanford University**

**Pasquale, Andrew : Chelmsford High School**

**Tecosky-Feldman, Jeff : Haverford College**

**Thrash, Joe B. : University of Southern Mississippi**

**Thrash, Karen R. : University of Southern Mississippi**

**Tucker, Thomas W. : Colgate University**

**Bretscher, Otto K. : Harvard University**

**Quinney, Douglas : Keele University**

A Library of Functions.

Key Concept : The Derivative.

Key Concept : The Definite Integral.

Short-Cuts to Differentiation.

Using the Derivative.

Constructing Antiderivatives.

Integration.

Using the Definite Integral.

Approximations and Series.

Differential Equations.

Appendix

Answers to Odd Numbered Problems

Index