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Problem 1 (1 point) Similar to 3.76 in Rogawski/Adams Let y = cos(10) Find g(x) and f(x) so that y = (fog)(@) =f(g(I) ), and

Problem 1

(1 point) Similar to 3.76 in Rogawski/Adams Let y = cos(10) Find g(x) and f(x) so that y = (fog)(@) =f(g(I) ), and compute the derivative using the Chain Rule f(z) = g(I) = (fog)' =

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