Question: Find an example of a function for some non-degenerate closed bounded interval such that is continuous and differentiable on , and that does not satisfy

Find an example of a function for some non-degenerate closed bounded interval such that is continuous and differentiable on , and that does not satisfy the conclusion of the mean value theorem.

we need a function that is defined on the entire interval [a,b].HINT: you can tweak your function at one point to make it work.

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