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The function is .
Substitute in .
Substitute in .
Hence, it satisfies the third condition of the Rolles theorem.
is continuous on the interval .
The function is .
Differentiate on each side with respect to .
is not differentiable at .
is never , thus there is no values of where .
Even though it does not contradict the Rolles theorem because is undefined when in which we should not apply Rolles theorem.
is undefined when , we cannot apply Rolles theorem.
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