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Question
Consider . Find the local maximum and minimum values of .
Solution
VerifiedStep 1
1 of 2Using the solution for the exercise 10a, we have that and the critical point is
which can be local maximum or local minimum. We calculate values of for some negative and some positive point:
Since decreases at and then increases at , we get that $\text{\textcolor{#4257b2}{ is local minimum. Function has no local maximum}}$.
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