Use l'Hospital's Rule if applicable to find the limit$.$

$\underset{x5}{lim}\frac{x^3+5x^2-25x-125}{x^2-5x}$

Explain if and why l'Hospital's rule can be used to find the limit$.$

A$.$ L'Hospital's rule can be used because this quotient leads to an indeterminate form of type $\frac{0}{0}.$

B$.$ L'Hospital's rule can be used because this quotient leads to an indeterminate form of type $\frac{+-}{+-}.$

C$.$ L'Hospital's rule cannot be used because this quotient does not lead to a suitable indeterminate form.