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(1 point) Suppose f(x) = h(g(x)k(x)). If g(1) = 4, k(1) = 0, h(1) = -7, g'(1) = 3, k'(1) = -5, h'(1) = 7,

(1 point) Suppose f(x) = h(g(x)k(x)). If g(1) = 4, k(1) = 0, h(1) = -7, g'(1) = 3, k'(1) = -5, h'(1) = 7, and h'(0) = 7, find f' (1). Answer: f' (1) =

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