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To summarize, if we suspect that a given function is the derivative of another via the chain rule, we introduce a new variable {{MATH_95}}, where {{MATH_96}} is a likely candidate for the inner function. We rewrite the integral entirely in terms of {{MATH_97}}, with no {{MATH_98}} remaining in the expression. If we can integrate this new function of {{MATH_99}}, then the antiderivative of the original function is obtained by replacing {{MATH_100}} by {{MATH_101}}.

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