Use Partial Fraction Decomposition to rewrite the rational function correctly decomposed into several fractions.

$\frac{s-7}{(s-5)(s^2+3)}$

A$)\frac{A}{(s-5)}+\frac{B(s)+C}{(s^2+3)}$

B$)\frac{A}{(s-5)}+\frac{B}{(s^2+3)}$

C$)\frac{A}{(s-5)}+\frac{Bs+C}{(s^2+3)}+\frac{D}{(s+3{)}^2}$

D$)\frac{A}{(s-5)}+\frac{Bs}{(s^2+3)}+\frac{C}{(s+3{)}^2}$