Question: Let h be a differentiable function defined on the interval [0,3], and assume that h(0) = -2, h(1) = 2 and h(2) = 2. Prove

Let "h" be a differentiable function defined on the interval [0,3], and assume that "h(0) = -2, h(1) = 2"

and "h(2) = 2".

Prove or disprove: There exists a point "d in [0, 2]" where h(d) = 2*d".

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