Let *F* (*x*) = *f* (*x* *f* (*x^*2)). Suppose that *f* (4) = 4, *f* **'**(4) = 4, and *f* **'**(8) = 4. Find *F* **'**(2).

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F ( x ) = f ( x f ( x^ 2)). So by using chain rule F'(x)= f '( x f (... View the full answer

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