Let g be a differentiable function. Rolle’s Theorem and the Mean Value Theorem 4.) Let f be the function defined by fx ( ) cos 2 x e sin x. We solve for t0, which must be the time when the amount of sand on the beach is minimal: FindRoot@S@tD-R@tDã0,8t,5

t0, for a certain value t0 which is approximately 5. Let h be the function whose graph, consisting of five line segments, is shown in the figure above.

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