u substitution method evaluate definite integral rational function natural log (ln) calculus

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In this calculus example problem, we evaluate an indefinite integral for a rational function using the u substitution method. Factoring is required for this substitution to work on this problem and the antiderivative works out to be a natural log rule ln. Each part of the process of integration is explained and written step-by-step as we find the antiderivative of this integral.

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