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Textbook Site for:
Calculus Concepts: An Informal Approach to
the Mathematics of Change

Second Edition
Don LaTorre, Clemson University  |   John Kenelly, Clemson University
Iris Fetta, Clemson University  |   Cynthia Harris  |   Laurel Carpenter
Student Solutions Guide

The Student Solutions Guide contains solutions to the odd-numbered exercises found in Calculus Concepts, Second Edition. This guide is published in two different versions to either accompany the full student text (chapters 1-11) or the brief student text (chapters 1-7).

Please click on Chapter 1 to view this sample chapter in PDF format. To purchase either the full or brief version of the Student Solutions Guide, visit our on-line bookstore or contact your school bookstore for details.

Chapter 1: Ingredients of Change: Functions and Linear Models

Chapter 2: Ingredients of Change: Nonlinear Models

Chapter 3: Describing Change: Rates

Chapter 4: Determining Change: Derivatives

Chapter 5: Analyzing Change: Applications of Derivatives

Chapter 6: Accumulating Change: Limits of Sums and the Definite Integral

Chapter 7: Analyzing Accumulated Change: Integrals in Action

Chapter 8: Repetitive Change: Cycles and Trigonometry

Chapter 9: Ingredients of Multivariable Change: Models, Graphs, Rates

Chapter 10: Analyzing Multivariable Change: Optimization

Chapter 11: Dynamics of Change: Differential Equations and Proportionality

Note: Be aware that all answers calculated in this Solutions Guide were calculated using unrounded model coefficients and unrounded intermediate values, although those model coefficients and intermediate values may be reported in a rounded form in this Guide. If this Guide reports with rounded coefficients a model obtained from data given in an activity, the reported model may not produce the answers shown because of rounding error. Do not use a model with rounded coefficients and try to reproduce the solutions given here.



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