Question: Apply the Mean Value Theorem to the function (I-I)(:i=-2}(I3) 3+1 fix) = on the interval {II}, 1] to Show that there exists a e 6

Apply the Mean Value Theorem to the function (I-I)(:i=-2}(I3) 3+1 fix)

Apply the Mean Value Theorem to the function (I-I)(:i=-2}(I3) 3+1 fix) = on the interval {II}, 1] to Show that there exists a e 6 (0,1) such that f'(e) = 6. Do not solve for c explicitly

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