$\"\"$

Statement : The Mean Value Theorem can be applied to $\"\"$ on the interval $\"\"$ .

Mean value Theorem :

If $\"\"$ is continuous on $\"\"$ and differentiable on open interval $\"\"$ , then there exists a number $\"\"$ in $\"\"$ such that $\"\"$ .

The function $\"\"$ has vertical asymptote at $\"\"$ .

The function does not continuous at $\"\"$ .

The function does not continuous over the interval $\"\"$ .

Therefore the Mean Value Theorem can not be applied.

$\"\"$

Mean Value Theorem can not be applied.