Question: Consider the function h(a) = f(20 ) eg(x) Assume h(a), f(x) and g(a) are differentiable for all a and f(1) = 3, f' (1) =

 Consider the function h(a) = f(20 ) eg(x) Assume h(a), f(x)and g(a) are differentiable for all a and f(1) = 3, f'(1) = 10, g(1) = 0, and g' (1) = 2. What

Consider the function h(a) = f(20 ) eg(x) Assume h(a), f(x) and g(a) are differentiable for all a and f(1) = 3, f' (1) = 10, g(1) = 0, and g' (1) = 2. What is the value of h' (1)? 7 10 O-7 4 O -4Question 12 (1 point) What is the equation of the tangent line of In(y) sin' (4x ) = yet at the point (0, 1)? Oy= -x - 1 Oy= -1 Oy=-x+1 Oy= -2x - 1 Oy = 1

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