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Homework Help
Calculus and Beyond Homework Help
Integration by Parts Twice: How to Solve Tricky Integrals
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[QUOTE="Mark44, post: 5698187, member: 147785"] You're on the right track. Do the same types of substitutions that you did the first time around, and you will have an equation involving the integral you're trying to evaluate. You can solve this equation algebraically. In short, you will have something like this: ##\int f(x)dx = \text{stuff} + A \int f(x) dx## ##\Rightarrow (1 - A) \int f(x) dx = \text{stuff} + C## You should be able to solve the last equation for the integral. [/QUOTE]
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Calculus and Beyond Homework Help
Integration by Parts Twice: How to Solve Tricky Integrals
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