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2 DERIVATIVES 2.1 WRITING PROJECT ■ Early Methods for Finding Tangents
2.3 APPLIED PROJECT ■ Building a Better Roller Coaster
2.5 APPLIED PROJECT ■ Where Should a Pilot Start Descent?
2.6 LABORATORY PROJECT ■ Families of Implicit Curves
2.8 LABORATORY PROJECT ■ Taylor Polynomials
3 APPLICATIONS OF DIFFERENTIATION 3.1 APPLIED PROJECT ■ The Calculus of Rainbows
3.5 APPLIED PROJECT ■ The Shape of a Can
4 INTEGRALS 4.3 DISCOVERY PROJECT ■ Area Functions
4.4 WRITING PROJECT ■ Newton, Leibniz, and the Invention of Calculus
5 INVERSE FUNCTIONS 5.6 APPLIED PROJECT ■ Where To Sit at the Movies
5.8 WRITING PROJECT ■ The Origins of L’Hospital’s Rule
6 TECHNIQUES OF INTEGRATION 6.4 DISCOVERY PROJECT ■ Patterns in Integrals
7 APPLICATIONS OF INTEGRATION 7.1 APPLIED PROJECT The Gini Index
■
7.2 DISCOVERY PROJECT Rotating on a Slant
■
7.4 DISCOVERY PROJECT ■ Arc Length Contest
7.5 APPLIED PROJECT ■ Calculus and Baseball
7.6 APPLIED PROJECT ■ How Fast Does a Tank Drain?
APPLIED PROJECT ■ Which Is Faster, Going Up or Coming Down?
8 SERIES 8.1 LABORATORY PROJECT Logistic Sequences
■
8.7 LABORATORY PROJECT An Elusive Limit
■
WRITING PROJECT ■ How Newton Discovered the Binomial Series
8.8 APPLIED PROJECT ■ Radiation from the Stars
9 PARAMETRIC EQUATIONS 9.1 LABORATORY PROJECT ■ Running Circles Around Circles
AND POLAR COORDINATES 9.2 LABORATORY PROJECT ■ Bézier Curves
9.3 LABORATORY PROJECT ■ Families of Polar Curves
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WEB PROJECTS
These projects can be completed anytime after you have studied the corresponding section in the textbook.
To select a project, go to www.stewartcalculus.com and click on PROJECTS.
2 DERIVATIVES 2.1 WRITING PROJECT ■ Early Methods for Finding Tangents
2.3 APPLIED PROJECT ■ Building a Better Roller Coaster
2.5 APPLIED PROJECT ■ Where Should a Pilot Start Descent?
2.6 LABORATORY PROJECT ■ Families of Implicit Curves
2.8 LABORATORY PROJECT ■ Taylor Polynomials
3 APPLICATIONS OF DIFFERENTIATION 3.1 APPLIED PROJECT ■ The Calculus of Rainbows
3.5 APPLIED PROJECT ■ The Shape of a Can
4 INTEGRALS 4.3 DISCOVERY PROJECT ■ Area Functions
4.4 WRITING PROJECT ■ Newton, Leibniz, and the Invention of Calculus
5 INVERSE FUNCTIONS 5.6 APPLIED PROJECT ■ Where To Sit at the Movies
5.8 WRITING PROJECT ■ The Origins of L’Hospital’s Rule
6 TECHNIQUES OF INTEGRATION 6.4 DISCOVERY PROJECT ■ Patterns in Integrals
7 APPLICATIONS OF INTEGRATION 7.1 APPLIED PROJECT The Gini Index
■
7.2 DISCOVERY PROJECT Rotating on a Slant
■
7.4 DISCOVERY PROJECT ■ Arc Length Contest
7.5 APPLIED PROJECT ■ Calculus and Baseball
7.6 APPLIED PROJECT ■ How Fast Does a Tank Drain?
APPLIED PROJECT ■ Which Is Faster, Going Up or Coming Down?
8 SERIES 8.1 LABORATORY PROJECT Logistic Sequences
■
8.7 LABORATORY PROJECT An Elusive Limit
■
WRITING PROJECT ■ How Newton Discovered the Binomial Series
8.8 APPLIED PROJECT ■ Radiation from the Stars
9 PARAMETRIC EQUATIONS 9.1 LABORATORY PROJECT ■ Running Circles Around Circles
AND POLAR COORDINATES 9.2 LABORATORY PROJECT ■ Bézier Curves
9.3 LABORATORY PROJECT ■ Families of Polar Curves
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SINGLE VARIABLE
ESSENTIAL CALCULUS
Unless otherwise noted, all content on this page is © Cengage Learning.
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