Question: Hi, step by step solutions please! Consider the function f (x) = g(x)h(x). The values of the functions g, h and their first and second

Hi, step by step solutions please!

Consider the function f (x) = g(x)h(x). The values of the functions g, h and their first and second derivatives at the point x = 4 are given by the following table: g(4) 11(4) g'(4) h'(4) g\"(4) h\"(4) 2 4 1 ?? 2 2 Suppose that f has a stationary point with x-coordinate x = 4. Find the value of h' (4). Find also the value of f ' '(4) and hence classify the stationary point of f. h'(4) = The stationary point of f is a 0 point of inflection O local minimum 0 local maximum For each of the functions graphed below, identify the graph of its second derivative. %%%$ (No answer given) : (No answer given) : (No answer given) : (No answer given) : Choose from the graphs below: Graph A Graph B Graph C Graph D avaa

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