Integration by parts | Exercises

9 Oct 2019 Leave a Comment

Practice, practice, practice. Theory is not everything. You need to apply what you learn from reading. These exercises will help you improve your “integration skills” by putting into practice what you’ve leant here https://atomic-temporary-167386734.wpcomstaging.com/integration-techniques-integration-by-parts/ about integration by parts.

$\int x\sin(x)dx$ $\int x\ln(x)dx$ $\int xe^xdx$ $\int \frac{1}{2}x^2e^xdx$ $\int \ln(x) dx$ $\int \ln^2(x) dx$ $\int \sin(x)\cos(x)dx$ $\int e^x\cos(x)dx$ $\int e^x\sin(x)dx$ $\int \frac{\ln(x)}{x}dx$

If you don’t remember the basic integrals and their rules, click on these two links:

https://addjustabitofpi.wordpress.com/2019/10/03/fundamental-integrals/ https://addjustabitofpi.wordpress.com/2019/10/03/rules-and-properties-of-integrals/.

Check your results here: https://addjustabitofpi.wordpress.com/2019/10/09/integration-by-parts-solution-with-procedure/.

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Exercises, Integration, Integration techniques Calculus, Indefinite integrals, integration by parts, integration by parts exercises

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Integration by parts | Exercises

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