Show that the functions have local extreme values…

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Problem 63

Show that the functions have local extreme values at the given values of $\theta,$ and say which kind of local extreme the function has. $$ h(\theta)=3 \cos \frac{\theta}{2}, \quad 0 \leq \theta \leq 2 \pi, \quad \text { at } \theta=0 \text { and } \theta=2 \pi $$

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