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Substitution 2  

Graphs a function \(f (x)=g(x)h'(x)\) and the area under the graph of \(f (x)\) for a given interval, and shows the modifications made to \(f (x)\) and the area when considering \(u=g(x)\) and \(v=h(x)\) as independent variables, as when carrying out the integral using the technique of Integration by Parts. The student can zoom in and out of the graphs.

Resource URL: http://cs.jsu.edu/~leathrum/Mathlets/parts.html

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Subject classification(s): Integration | Single Variable Calculus | Calculus

Creator(s): Thomas E. Leathrum

Contributor(s): Thomas E. Leathrum

This resource was cataloged by Kyle Siegrist

Related Resources

• Jacobians
• Systems of Differential Equations
• Differential Equations and Initial Value Problems

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