Question: Verify that Rolle's Theorem can be applied to the functionf(x)=x^311x^2+38x40 on the interval[2, 5]. Then find all values ofc in the interval such thatf(c)=0.

Verify that Rolle's Theorem can be applied to the functionf(x)=x^311x^2+38x40 on the interval[2, 5]. Then find all values ofc in the interval such thatf(c)=0.

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