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Calculus › Derivatives › Average rate and average value

Average value of an odd function

University · ●○○○○ 10 pts

Find the average value of R(z)=sin⁡(2z) e1−cos⁡(2z)R(z) = \sin(2z)\,e^{1-\cos(2z)} on the interval [−π,π][-\pi, \pi].

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