1090822730|default|Chapter 13: Vector Calculus| Tutorial Quiz{nl}{nl}

Web Links

{nl}Chapter 13: Vector Calculus
{nl}
{nl}Vector Calculus
{nl} This comprehensive site offers information on almost every aspect of elementary vector calculus.

{nl} Section 13.1: Vector Fields

{nl}Vector Field Analyzer
{nl} A similar Java applet that plots the vector fields of sample functions and lets you analyze the flow and other properties of the vector field.

{nl} Section 13.2: Line Integrals

{nl}Visualizing Circulation of Vector Fields
{nl} This site shows how line integrals over a closed curve in a plane can be visualized as ordinary integrals with respect to the arc length parameter.

{nl} Section 13.5: Curl and Divergence

{nl}Flows of Vector Fields
{nl} A Java applet that plots the vector fields of several functions and shows the effect of curl and divergence.

{nl}From Points to Regions
{nl} A guide showing how the divergence of a vector field combined with integration can be used to determine characteristics of an entire region in one, two, and three dimensions.

{nl} Divergence in Two and Three Dimensions
{nl}A tutorial using population growth and migration to explain divergence in a vector field in two and three dimensions.|||2|| 1090822719|default|Chapter 12: Multiple Integrals| Tutorial Quiz{nl}{nl}

Web Links

{nl} Chapter 12: Multiple Integrals
{nl}
{nl} Section 12.3: Double Integrals over General Regions
{nl}Volumes and Double Integrals
{nl} A tutorial with illustrations on how to calculate the volumes of solids using multiple integrals.

{nl} Section 12.5: Applications of Double Integrals
{nl}Centers of Mass and Moments of Inertia
{nl} An introduction to calculating centers of mass and moments of inertia with example problems.

{nl} Section 12.7: Triple Integrals
{nl}Examples of Triple Integration
{nl} A page containing a couple of practice problems involving triple integration.

{nl} Section 12.8: Triple Integrals in Cylindrical and Spherical Coordinates
{nl}Triple Integrals
{nl} This site provides an introduction to triple integrals in cylindrical and spherical coordinates, with examples and illustrations.

{nl} Section 12.9: Change of Variables in Multiple Integrals
{nl} Change of Variables in Multiple Integrals
{nl}This site presents a discussion on why a change of variables is useful and then works through several examples.|||2|| 1090822711|default|Chapter 11: Partial Derivatives| Tutorial Quiz{nl}{nl}

Web Links

{nl}Chapter 11: Partial Derivatives
{nl}
{nl}Section 11.3: Partial Derivatives
{nl}Partial Derivatives
{nl} This site presents visual interpretations of partial derivatives.

{nl}A Non-Differentiable Function with Partial Derivatives Everywhere
{nl} Describes (and graphs) a function that has partial derivatives everywhere but is not differentiable everywhere.

{nl}Partial Differentiation
{nl} A tutorial on "partial functions," partial derivatives, and second partial derivatives with example problems.

{nl} Section 11.4: Tangent Planes and Linear Approximations
{nl}Gradients, Directional Derivatives, and Tangent Planes
{nl} A lengthy discussion of gradients, directional derivatives, and tangent planes with practice problems.

{nl} Section 11.6: Directional Derivatives and the Gradient Vector
{nl}A Non-Differentiable Function with All Directional Derivatives
{nl} A description and graph of a function with all directional derivatives at the origin that is not differentiable there. (Note: uses alternate notations.)

{nl}Gradient
{nl} A project exploring the concept of gradient with interactive Java applets.

{nl}The Gradient and the Directional Derivative
{nl} A tutorial on gradients and directional derivatives, with instructions on how to calculate and illustrate them on a TI-92.

{nl}Gradients and Contour Curves
{nl} A java applet that plots gradient vectors and level curves according to a function that you specify.

{nl} Section 11.8: Lagrange Multipliers
{nl} Lagrange Multipliers
{nl}An in-depth discussion of Lagrange Multipliers with geometric interpretations.|||2|| 1090822703|default|Chapter 10: Vector Functions| Tutorial Quiz {nl}{nl}

Web Links

{nl}Chapter 10: Vector Functions
{nl}
{nl}Section 10.2: Derivatives and Integrals of Vector Functions
{nl}TI-92 -- Integrating Vector-Valued Functions
{nl} A quick guide to integrating a vector-valued function on a TI-92 graphing calculator.

{nl} Section 10.3: Arc Length and Curvature
{nl}Arc Length, Tangents, Normals, and Curvature
{nl} A tutorial on finding the arc length, tangents, normals, and curvature of a curve using vector equations.

{nl} Section 10.4: Motion in Space
{nl}Johannes Kepler: The Laws of Planetary Motion
{nl} Describes the development of Kepler's ideas along with an explanation of each of his three Laws of Planetary Motion.

{nl}Kepler's Laws of Planetary Motion
{nl} Uses diagrams and animations to illustrate Kepler's Laws of Planetary Motion

{nl} Section 10.5: Parametric Surfaces
{nl} Surface Area for Parametric Surfaces
{nl}This online graphing tool allows the user to generate parametric surfaces.|||2|| 1090822695|default|Chapter 9: Vectors and the Geometry of Space| Tutorial Quiz{nl}{nl}

Web Links

{nl}Chapter 9: Vectors and the Geometry of Space
{nl}
{nl} {nl}Section 9.2: Vectors
{nl}Exploring Vectors with Geometer's Sketchpad
{nl}This site illustrates a number of vector concepts for those who have Geometer’s Sketchpad software.
{nl}
{nl}Section 9.3: The Dot Product
{nl}What Good Are Dot Products?
{nl}A summary of the various reasons that dot products are useful.
{nl}
{nl}Section 9.7: Cylindrical and Spherical Coordinates
{nl}Cylindrical Coordinates
{nl}The first portion of this page illustrates cylindrical coordinates with animations.
{nl}
{nl} Spherical Coordinates
{nl}The first portion of this page illustrates spherical coordinates with animations.|||2|| 1090822687|default|Chapter 8: Infinite Sequences and Series| Tutorial Quiz{nl}{nl}

Web Links

{nl} Chapter 8: Infinite Sequences and Series
{nl}
{nl} Section 8.1: Sequences
{nl} Visual Calculus / Sequences
{nl} A tutorial on sequences, with examples and diagrams.

{nl} Analysis WebNotes: Sequences
{nl} A collection of notes on sequences with examples, animations, and practice problems.

{nl} Sequences
{nl} An overview of sequences, with many practice problems with solutions.

{nl} Section 8.2: Series
{nl} Introduction to Series
{nl} An introduction to series, covering partial sums, convergence tests, geometric series, and more.

{nl} Visual Calculus / Series
{nl} Another good introduction to series, covering partial sums, convergence tests, geometric series, harmonic series, practice problems, and more.

{nl} Section 8.3: The Integral and Comparison Tests; Estimating Sums
{nl} Visual Calculus / Integral Test
{nl} A tutorial on the Integral Test with examples and solutions.

{nl} Visual Calculus / Error Estimates Using the Integral Test
{nl} A tutorial on using the Integral Test to estimate errors.

{nl} Section 8.4: Other Convergence Tests
{nl} Visual Calculus / Alternating Series
{nl} A tutorial on alternating series, including the test for alternating series, how to estimate errors, and practice problems with solutions.

{nl} Visual Calculus / Absolute Convergence
{nl} A tutorial on absolute convergence and the Ratio Test, with practice problems and solutions.

{nl} Absolute Convergence
{nl} A guide to determining if a series is absolutely convergent, including practice problems and solutions.

{nl} Visual Calculus / The Ratio Test
{nl} A tutorial on the Ratio Test, with practice problems and solutions.

{nl} The Root and Ratio Tests
{nl} Another tutorial on the Root and Ratio Tests, with many example problems and solutions.

{nl} Section 8.5: Power Series
{nl} Visual Calculus / Power Series
{nl} An explanation of power series with many example problems.

{nl} Power Series
{nl} Another tutorial on power series, with practice problems and solutions.

{nl} Power Series Approximation
{nl} A Java applet that computes the first n terms of the power series expansion of a function.

{nl} Section 8.6: Representations of Functions as Power Series
{nl} Representing a Function as a Power Series
{nl} This page demonstrates using a geometric series to represent a function as a power series.

{nl} Section 8.7: Taylor and Maclaurin Series
{nl} Visual Calculus / Taylor Polynomials
{nl} A site on Taylor polynomials, with practice problems and solutions.

{nl} Function Plotter
{nl} An online Java applet that plots the graphs of functions and their Taylor polynomials.

{nl} Taylor Series
{nl} A tutorial on Taylor series, with practice problems and solutions.

{nl} Section 8.9: Applications of Taylor Polynomials
{nl} Taylor Polynomials
{nl} This site provides examples applying Taylor series to explain physical behavior, including modeling the behavior of a swinging pendulum, and using radiation to measure wavelengths.|||2|| 1090822678|default|Chapter 7: Differential Equations| Tutorial Quiz{nl}{nl}

Web Links

{nl} Chapter 7: Differential Equations

{nl}Intro to Differential Equations
{nl} SOS Math’s site offers a comprehensive overview of all major topics in elementary differential equations.

{nl} Section 7.1: Modeling with Differential Equations

{nl} Modeling via Differential Equations
{nl} An introduction to the basic steps of building a model of a system with differential equations.

{nl} Salmon and Steelhead Migration
{nl} A site containing several basic models about salmon and steelhead migration, using differential equations.

{nl} Small Mammal Dispersion
{nl} A page that describes a model of dispersion of a population of beavers using differential equations.

{nl} A Model of a Hydroplane
{nl} A model of the motion a hydroplane racing boat makes, using differential equations and Java applets.

{nl} Section 7.2: Direction Fields and Euler’s Method

{nl} Tangent Field (Direction Field)
{nl} This applet plots the direction field of a first-order ordinary differential equation that you specify.

{nl} Raindrops
{nl} This portion of an online module solves a differential equation modeling falling raindrops by using Euler's method.

{nl} Predator-Prey
{nl} This portion of an online module numerically solves the differential equations for predator-prey models by using Euler's method.

{nl} Numerical Technique: Euler's Method
{nl} A guide to using Euler's method for approximating solutions to differential equations, with the help of diagrams.

{nl} Section 7.3: Separable Equations

{nl} Solving a Separable Ordinary Differential Equation
{nl} An online calculator that finds the symbolic solution to a separable ordinary differential equation that you specify.

{nl} Section 7.4: Exponential Growth and Decay

{nl} Population Dynamics
{nl} A tutorial on building a model of population growth using differential equations, with examples.

{nl} Modeling Population Growth
{nl} A web page that explains how to model population growth through the use of differential equations.

{nl} Section 7.5: The Logistic Equation

{nl} The Logistic Model
{nl} An online tool that graphs a logistic model based on values that you input.

{nl} Section 7.6: Predator-Prey Systems

{nl} Predator-Prey Models
{nl} A detailed module on predator-prey models, Euler's method for systems, and more.|||2|| 1090822670|default|Chapter 6: Applications of Integration| Tutorial Quiz{nl}{nl}

Web Links


{nl} {nl} Chapter 6: Applications of Integration{nl}

{nl} Applications of Integration
{nl} Visual Calculus / Applications of Integration: An excellent site that has tutorials covering applications of integration, including volumes and work. It also has interactive online applets, practice problems with solutions, examples, quizzes, tutorials on using graphing calculators, and more.

{nl} Section 6.1: More about Areas
{nl}
{nl}Area Between Two Curves
{nl} This page explores the problem of finding the area bounded between two curves, and includes procedures and solved examples.

{nl} Section 6.2: Volumes
{nl}
{nl}Volume of a Solid of Revolution
{nl} A page containing tutorials about the four principal methods of finding the volume of a solid: the disc method, the washer method, the cross section method, and the shell method. Each includes sample problems with solutions.

{nl} Section 6.3: Arc Length
{nl}
{nl}Arc Length of a Curve
{nl} This online tool calculates the arc length of the graph of a function over an interval that you specify.

{nl} Section 6.4: Average Value of a Function
{nl}
{nl}Average Value of a Function
{nl} This site uses Flash and Java animations to illustrate the link between the average value of a function and the Mean Value Theorem.

{nl} Section 6.5: Applications to Physics and Engineering
{nl}
{nl}Work and Energy
{nl} A site provided by Montana State University that gives a tutorial on work and energy, along with diagrams and animations. (See "Energy Functions in One Dimension.")
{nl}
{nl}Moments of Inertia
{nl} A review of moments of inertia, with practice questions.

{nl} Section 6.6: Applications to Economics and Biology{nl}
{nl}Use of Calculus in Biology
{nl} This interesting site provides a number of ideas for projects that incorporate calculus and the sciences. Worth a look if only to gain a sense of the way that calculus is interwoven into various academic disciplines.

{nl} Section 6.7: Probability
{nl}
{nl}Calculus and Probability
{nl} A complete text resource on the application of Calculus to Probability and Statistics.|||2|| 1090822660|default|Chapter 5: Integrals| Tutorial Quiz {nl}{nl}

Web Links

{nl}{nl} {nl} Chapter 5: Integrals{nl}
{nl} Integrals
{nl} The Integrator: An online integrator that uses Mathematica to evaluate integrals. Provided by Wolfram Research. {nl}
{nl}
{nl}Visual Calculus / Integration
{nl} An excellent site that has tutorials covering virtually everything about integrals. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators. {nl}
{nl}
{nl} Section 5.2: The Definite Integral{nl}
{nl}Definite Integral of a Function{nl}
{nl}This applet computes the definite integral of a function you specify on an interval of your choice.{nl}
{nl}
{nl}Computing Riemann Sums
{nl} This applet computes and illustrates the Riemann sum of a function you specify, along with the interval and the number of points in the partition.{nl}
{nl}
{nl} Section 5.4: The Fundamental Theorem of Calculus{nl}
{nl}Tutorial for the Indefinite Integral
{nl}A tutorial on indefinite integrals, provided by Hofstra University. {nl}
{nl}
{nl} Section 5.5: The Substitution Rule{nl}
{nl}U-Substitution{nl}
{nl} Practice problems on the method of u-substitution, provided by UC Davis, with solutions. {nl}
{nl}
{nl}U-Substitution
{nl} Several examples with detailed solutions. {nl}
{nl}
{nl} Section 5.6: Integration by Parts
{nl}Integration by Parts I
{nl}This tutorial on integration by parts that derives the formula, explains each step of integrating by parts, and includes many examples.{nl}
{nl}
{nl} Section 5.8: Integration Using Tables and Computer
{nl}Algebra Systems{nl}
{nl}S.O.S. Math - Mathematical Tables and Formulas
{nl} An extensive collection of integration formulas and more.{nl}
{nl}
{nl} Section 5.9: Approximate Integration{nl}
{nl}Numerical Integration
{nl} An online integrator that will calculate an approximation for the definite integral of a function f over the interval [a, b]. {nl}
{nl}
{nl}Simpson's Numerical Integrator
{nl} An online integrator that will use Simpson’s Rule to approximate a definite integral that you specify. {nl}
{nl}
{nl}Numerical Integration: Accumulating Rates of Change
{nl} This online tutorial explains in depth the application of techniques of numerical integration to models related to nature and everyday life. {nl}
{nl}
{nl} Section 5.10: Improper Integrals
{nl}Improper Integrals
{nl} This guide to improper integrals covers nearly all aspects, including convergence tests and gamma and beta functions. Scroll 2/3 of the way down the page to access the section on improper integrals.|||2|| 1090822651|default|Chapter 4: Applications of Differentiation| Tutorial Quiz {nl}{nl}

Web Links


{nl}Chapter 4: Applications of Differentiation
{nl}
{nl}Applications of Differentiation
{nl}An excellent site that has tutorials covering virtually everything about applications of differentiation. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators. {nl}

{nl}Section 4.1: Related Rates
{nl}
{nl}Related Rates
{nl}A tutorial on solving related rates problems, with step-by-step walkthroughs through examples.{nl}

{nl}Section 4.3: Derivatives and the Shapes of Curves
{nl}
{nl}Graphing Using First and Second Derivatives
{nl}Practice questions on graphing a variety of functions using first and second derivatives, provided by UC Davis, with solutions.{nl}

{nl}Section 4.4: Graphing with Calculus and Calculators

{nl}Texas Instruments:
{nl}The official site of the maker of widely-used graphing calculators.

{nl}Ticalc.org
{nl}This is the self-described "official" unofficial headquarters for TI graphing calculators. A multitude of programs for a wide range of Texas Instruments calculators can be found here for download.

{nl}CASIO: Support Classroom With Technology
{nl} Casio's official site for their line of calculators, including product information, a program library, and much more.

{nl}Hewlett Packard Calculators
{nl}Hewlett Packard's official site for their calculators, including product information, technical support, and resources for creating and downloading calculator programs.

{nl}Section 4.6: Optimization Problems

{nl}Applied Maxima and Minima
{nl}Practice maximum/minimum optimization problems, provided by UC Davis, with solutions.

{nl}Section 4.7: Applications to Economics

{nl}Derivatives Applied to Economics
{nl}This page gives three problems with solutions that require the use of the first derivative to solve introductory questions in economics.

{nl}Section 4.8: Newton’s Method

{nl}Newton's Method: {nl} A Java applet that demonstrates Newton's method graphically.

{nl}Section 4.9: Antiderivatives

{nl}Visual Calculus / Integration
{nl}An excellent site that has tutorials covering virtually everything about integrals. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators.|||2|| 1090822625|default|Chapter 3: Differentiation Rules| Tutorial Quiz{nl}{nl}

Web Links

{nl} Chapter 3: Differentiation Rules
{nl}
{nl}{nl}{nl}Section 3.2: The Product and Quotient Rules
{nl}{nl}Differentiation Using the Product Rule
{nl}{nl}Practice problems relating to the Product Rule, provided by the UC Davis, with solutions.
{nl}
{nl}{nl}{nl}Differentiation Using the Quotient Rule
{nl}{nl}Practice problems relating to the Quotient Rule, provided by UC Davis, with solutions.
{nl}
{nl}{nl}{nl}Section 3.4: Derivatives of Trigonometric Functions
{nl}{nl}Practice Problems on Trigonometric Functions
{nl}{nl}Practice questions on differentiating trigonometric functions, provided by UC Davis, with solutions.
{nl}
{nl}{nl}{nl}Section 3.5: The Chain Rule
{nl}{nl}Practice Problems on the Chain Rule
{nl}{nl}Practice questions on the Chain Rule, provided by UC Davis, with solutions.
{nl}
{nl}{nl}{nl}Section 3.6: Implicit Differentiation
{nl}{nl}Practice Problems on Implicit Differentiation
{nl}{nl}Practice questions on implicit differentiation, provided by UC Davis, with solutions.|||2|| 1090795193|default|Chapter 2: Limits and Derivatives| Tutorial Quiz {nl}{nl}

Web Links

{nl}Chapter 2: Limits and Derivatives
{nl}Visual Calculus / Limits and Continuity
{nl}An excellent site that has tutorials covering virtually everything about limits, continuity, and asymptotes. Limits are presented numerically, graphically, and symbolically. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators.
{nl}
{nl}Section 2.1: The Tangent and Velocity Problems
{nl}Animated Secant Approaching the Tangent
{nl}A Java applet animation that shows a secant approaching the tangent line.
{nl}
{nl}Section 2.4: Continuity
{nl}Continuity and Discontinuity
{nl}Definitions and examples of continuity and discontinuity both at single points and on intervals.
{nl}
{nl}Section 2.5: Limits Involving Infinity
{nl}Limits of Functions as x Approaches Infinity
{nl}Practice questions provided by UC Davis, with solutions.
{nl}
{nl}Section 2.6: Tangents, Velocities, and Other Rates of Change
{nl}Tangent Line as the Limit of Secant Lines
{nl}Construction of the tangent line as the limit of secant lines at a point.
{nl}
{nl}Rate of Change Applied to Import/Export
{nl}Discussion of rates of change with an example using export data
{nl}
{nl}Visual Calculus / Derivatives
{nl}An excellent site that has tutorials covering virtually everything about derivatives. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators.
{nl}
{nl}Section 2.7: Derivatives
{nl}Derivatives Using the Limit Definition
{nl}This is a set of practice problems about derivatives provided by the University of California, Davis, with solutions.
{nl}
{nl}Section 2.8: The Derivative as a Function
{nl}Derivative as a Function
{nl}A thorough examination of the concept of the derivative as a function. This site includes a number of worked out examples and is intended to be used with a CAS.|||2|| 1090794855|default|Chapter 1: Functions and Models| Tutorial Quiz

Web Links


Chapter 1: Functions and Models

Visual Calculus / Pre-Calculus
An excellent site that has tutorials covering virtually everything about functions. It also has interactive online applets, practice problems with solutions, examples, quizzes, and tutorials on using graphing calculators.

Section 1.1: Four Ways to Represent a Function

Quickmath

Section 1.3: New Functions from Old Functions

Composite functions
This is a thorough explanation of the concept of composite functions and their domains, along with a couple of worked out examples.

Section 1.4: Graphing Calculators and Computers

Texas Instruments
The official site of the maker of widely used graphing calculators.

Ticalc.org
This is the self-described "official" unofficial headquarters for TI graphing calculators. A multitude of programs for a wide range of Texas Instruments calculators can be found here for download.

CASIO: Support Classroom With Technology
Casio's official site for their line of calculators, including product information, a program library, and much more.

Hewlett Packard Calculators
Hewlett Packard's official site for their calculators, including product information, technical support, and resources for creating and downloading calculator programs.

Section 1.6: Inverse Functions and Logarithms

Inverses of Functions
A thorough and easy-to-understand explanation of inverse functions. This page also uses Flash and Java animations to illustrate the material.

Problems About Exponential and Logarithmic Functions
Practice problems with solutions, organized by level of difficulty.

Section 1.7: Parametric Curves

Parametric and Polar Equations
This page features a comprehensive introduction to parametric equations and polar coordinates. Includes a large number of worked out examples.

Plotting Parametric Curves
An online tool that plots a parametrically defined curve based on parametric equations that you specify.|||2|| 1090820133|default|Instructor Area|The links below will take you to a password protected area of the Brooks/Cole Stewart Calculus Instructor Resources web site. If you need a password, please call our tech support at 800-423-0563.

Solution Builder

Supplements

Archived Problems (Instructor Version w/ Solutions)

Challenge Problems (Instructor Version w/ Solutions)

Additional Topics (Instructor Version w/ Solutions)|||5|| 1080255884|default|Book Supplements|Miscellaneous resources for students and teachers.
Please scroll down for instructors' supplements.

For Students and Instructors



Tools for Enriching Calculus On-line

Tools for Enriching Calculus—TEC—functions both as a powerful presentation tool for instructors, and as a tutorial environment in which students can explore and review selected topics. The simulation modules in TEC include audio explanations of the concept, along with exercises, examples, and instructions. TEC also contains Homework Hints for representative exercises from the text (indicated in blue in the text).

Click here for the Web Version of TEC

For Students



The following resources are available to enhance student learning and most are available separately for student purchase. Please note that some items are automatically packaged with the text and are not sold separately. Instructors, please contact your sales representative if you would like information on other packaging alternatives.

CalcLabs for Derive (SV), (CC)
ISBN: 0534379206
Teaches students to use Derive to solve problems in calculus with student projects and weekly labs.

CalcLabs for the TI 82/83 (SV)
ISBN: 0534379303

CalcLabs for the TI 85/86
ISBN: 0534379214

CalcLabs for the TI 89/92
ISBN: 0534379184

CalcLabs with Derive (MV)
Available as PDFs at www.stewartcalculus.com

CalcLabs with Maple (SV), (CC)
ISBN: 0534379222
Contains computer lab projects, sample syllabi, troubleshooting tips, and programming with Maple. Each chapter ends with a summary and a set of exercises.

CalcLabs with Maple (MV)
ISBN: 0534379141

CalcLabs with Mathematica (MV)
Concepts and Contexts
ISBN: 0534379168

CalcLabs with Mathematica (SV), (CC)
ISBN: 0534379192

CalcLabs with the TI 89/92 (MV)
ISBN: 0534379176

Student Solutions Manual (SV), (CC)
ISBN: 0534379230
This Student Solutions Manual, written by Jeff Cole, contains detailed solutions to the odd-numbered exercises in each chapter section, review section, True-False Quiz, and Focus on Problem Solving section. Also included are solutions to all Concept Check questions.

Student Solutions Manual (MV), (CC)
ISBN: 0534379125
This Student Solutions Manual, written by Dan Clegg, contains detailed solutions to the odd-numbered exercises in each chapter section, review section, True-False Quiz, and Focus on Problem Solving section. Also included are solutions to all Concept Check questions.

Study Guide (SV), (CC)
ISBN: 0534379249
Reinforces student understanding of calculus with additional explanations, worked-out examples, and practice problems.

Study Guide (MV)
ISBN: 0534379133
Student Study Guide for Student's using Stewart's Multivariable Calculus: Concepts and Contexts, 2E. Provides strategies for problem solving to improve understanding of the material.

For Instructors


The following complimentary resources are available to instructors only upon adoption of the text. (Some restrictions may apply). To request a review copy or for details on policies, please contact your sales representative or Academic Support at 800-423-0563 Order Samples Form

AP Calculus Instructor's Guide
ISBN: 0534390447

BCA Testing (SV)
http://bca.brookscole.com
ISBN: 0534382649

BCA Testing (MV)
http://bca.brookscole.com
ISBN: 0534385753

CalcLink Version 2.0
ISBN: 0534379257

Complete Solutions Manual (SV)
ISBN: 0534379265

Complete Solutions Manual (MV)
ISBN: 0534379087

Instructor's Guide (SV)
ISBN: 0534379273

Instructor's Guide with Printed Test Items (MV)
ISBN: 0534379095

Printed Test Items (SV)
ISBN: 0534379281

Tools for Enriching Calculus CD-ROM
ISBN: 053437719X

Transparency Acetates (SV)
ISBN: 053437929X

Transparency Acetates (MV)
ISBN: 0534379109|||4|| 1079620895|default|Additional Topics|Adobe® Acrobat® Reader®, a free software for viewing and printing Adobe Portable Document Format (PDF) files, is required to view these documents.
Click here to Download Adobe Acrobat Reader.

Trigonometric Substitution
Trigonometric Integrals
Strategy for Integration
Volumes by Cylindrical Shells
Strategy for Testing Series
Fourier Series
Formulas for the Remainder Term in Taylor Series
Linear Differential Equations
Second Order Linear Differential Equations
Nonhomogeneous Linear Equations
Applications of Second Order Differential Equations
Using Series to Solve Differential Equations
Rotation of Axes|||3|| 1079620839|default|News and Announcements|The web site for [i]Calculus: Concepts and Contexts[/i] has been updated to refer to the Third Edition. The button Challenge Problems is now operational and provides additional challenging problems that are similar to those found in the Focus on Problem Solving sections in the textbook.

Note: Some of the links - such as "Algebra Review" and "Lies My Calculator and Computer Told Me" - point to Acrobat PDF files. For ease of navigation, these links open in a new browser window. If you can't open these links, please disable your popup blocker for this site.aaa|||1||