Solve for the derivative of the given functions using the Chain Rule formula. Suppose f(x) = (sin(2x) + 1)7 .Find f′ (π/2) and f′(π). a.) What is the inner and the outer functions? b.) What is the derivative of the inner function? c.) What is the derivative of the outer function evaluated at the inner function?

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A: To differentiate: (a) f(x)=xx2/3+4. (b) y=3x-1x2+32.

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A: Given y=esinx+cos(2x) Now we have to find derivative as shown below

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