Question: Let C(x) denote the cost function for producing x units of some product. Assuming x>0, we can define the average cost function: C(x) = C(x)

 Let C(x) denote the cost function for producing x units of

some product. Assuming x>0, we can define the average cost function: C(x)

Let C(x) denote the cost function for producing x units of some product. Assuming x>0, we can define the average cost function: C(x) = C(x) Show that the derivative of C(a) is equal to zero whenever C' (x) = C(x)

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