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Below is the graph of the function f: 4 y=f(x) 1 -2 1 -1 The domain of f is R and the graph continues

Below is the graph of the function f: 4 y-ffx) -2 -1 -1

The domain of f is R and the graph continues to the right and to the left as you expect. We define a new function H by (t)dt H(x) f(s)ds 0 How many local maxima and local minima does H have? Give the approximate coordinate for eac x- h one of them Hint: If you are having trouble computing the derivative of H, we recommend again that you give names to the intermediate functions 

Below is the graph of the function f: 4 y=f(x) 1 -2 1 -1 The domain of f is R and the graph continues to the right and to the left as you expect. We define a new function H by So f(t)dt H(x) = | f(s)ds How many local maxima and local minima does H have? Give the approximate x-coordinate for each one of them. Hint: If you are having trouble computing the derivative of H, we recommend again that you give names to the intermediate functions.

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