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Question

# Evaluate the definite integral, if it exists. $\int_0^{-4} \sqrt{1-2 x} d x$

Solution

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Answered 1 year ago
Answered 1 year ago
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We will evaluate the given definite integral using the substitution rule by setting $u=1-2x$. Next, we are going to compute the value of $du$ in terms of $dx$ and substitute both $u$ and $du$ into the given integral. Then, we have to find the new limits of integration with respect to $u$. After this is done, we can evaluate the resulting integral, which is equivalent to the one that is given.

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