Student Solutions Manual to accompany Differential Equations: Graphics, Models, Data / Edition 11

by David O. Lomen, David Lovelock

Overview

Fully-worked solutions with clear explanations

The Student Solutions Manual to accompany Differential Equations: Graphics, Models, Data provides fully-worked solutions to problems from the text. Clear explanations back step-by-step solutions to facilitate full understanding of the problem, approach, and answer, while graphs provide a visual representation of the scenario described in the problem. Common incorrect answers are noted where they exist, and references to figures in the text provide additional guidance for review. Any calculus student can benefit from extra study, and this solutions manual makes studying more effective by truly enhancing your understanding of the material.

Product Details

ISBN-13:	9780471327592
Publisher:	Wiley
Publication date:	11/10/1998
Edition description:	11th ed.
Pages:	177
Product dimensions:	8.50(w) x 10.93(h) x 0.40(d)

About the Author

David O. Lomen is the author of Student Solutions Manual to accompany Differential Equations: Graphics, Models, Data, published by Wiley. David Lovelock is a British theoretical physicist and mathematician. He is known for Lovelock theory of gravity and the Lovelock's theorem.

Table of Contents

Basic Concepts.

Autonomous Differential Equations.

First Order Differential Equations -
Qualitative and Quantitative Aspects.

Models and Applications Leading to New Techniques.

First Order Linear Differential Equations and Models.

Interplay Between First Order Systems and Second OrderEquations.

Second Order Linear Differential Equations with ForcingFunctions.

Second Order Linear Differential Equations -
Qualitative and Quantitative Aspects.

Linear Autonomous Systems.

Nonlinear Autonomous Systems.

Using Laplace Transforms.

Using Power Series.

Appendices.

Answers.

Index.

Editorial Reviews

A textbook for a one-semester or two-quarter course for students who have completed a course in single-variable calculus in either the reformed or traditional approach. Introduces ordinary differential equations as a logical extension of calculus and a natural tool for investigating many aspects of science and engineering, from which the examples and exercises primarily come. Emphasizes the visual exploration of solutions through a variety of graphical representations. No date is given for any previous edition; the latest has streamlined examples and expositions, and added material on currently sexy topics such as nonlinearity and chaos. Annotation c. by Book News, Inc., Portland, Or.

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