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If the functions are differentiable, we can apply the chain rule and obtain {{MATH_7}} If the derivatives are continuous, we can use this equality to evaluate a definite integral. Namely, {{ENV_8}} On the other hand, it is also true that {{ENV_9}} Since the right hand sides of these equalities are equal, the left hand sides must be equal, too. So, it follows that {{MATH_10}}

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