# Calculus for Business,Economics,and the Social and Life Sciences / Edition 7

ISBN-10: 0073040185

ISBN-13: 9780073040189

Pub. Date: 10/04/1999

Publisher: McGraw-Hill Higher Education

This text is written for students preparing for a career in business,economics,psychology,sociology,architecture,or the life,social,environmental,or physical sciences. It is assumed that these students have completed high school algebra. This text's primary goal is to teach the techniques of differential and integral calculus that students are likely to encounter in

## Overview

This text is written for students preparing for a career in business,economics,psychology,sociology,architecture,or the life,social,environmental,or physical sciences. It is assumed that these students have completed high school algebra. This text's primary goal is to teach the techniques of differential and integral calculus that students are likely to encounter in undergraduate courses in their majors and in subsequent professional activities. The exposition is designed to provide a sound,intuitive understanding of the basic concepts of calculus without sacrificing mathematical accuracy. Thus,the main results are stated carefully and completely,and whenever possible,explanations are intuitive or geometric.

## Product Details

ISBN-13:
9780073040189
Publisher:
McGraw-Hill Higher Education
Publication date:
10/04/1999
Edition description:
7TH
Pages:
752
Product dimensions:
1.20(w) x 7.80(h) x 9.20(d)

## Related Subjects

CHAPTER 1 FUNCTIONS, GRAPHS, AND LIMITS
1. Functions
2. The Graph of a Function
3. Linear Functions
4. Functional Models
5. Limits
6. Continuity
Chapter summary and review problems
CHAPTER 2 DIFFERENTIATION:BASIC CONCEPTS
1. The Derivative; Slope and Rates
2. Basic Rules of Differentiation
3. The Product and Quotient Rules
4. Marginal Analysis; Approximation by Increments
5. The Chain Rule
6. The Second Derivative
7. Implicit Differentiation and Related Rates
Chapter summary and review problems
CHAPTER 3 ADDITIONAL APPLICATIONS OF THE DERIVATIVE
1. Increasing and Decreasing Functions
2. Concavity
3. Limits Involving Infinity; Asymptotes
4. Optimization
5. Practical Optimization
Chapter summary and review problems
CHAPTER 4 EXPONENTIAL AND LOGARITHMIC FUNCTIONS
1. Exponential Functions
2. Logarithmic Functions
3. Differentiation of Logarithmic and Exponential
Functions
Chapter summary and review problems
CHAPTER 5 INTEGRATION
(and more...)

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