Consider the rational function

$F(s)=\frac{s^3-1}{(s^2+6{)}^2(s+11{)}^2}$

Select ALL terms below that occur in the general form of the complete partial fraction decomposition of $F(s).$ The capital letters $A,B,C,$dots,$L$ denote constants.

A$.\frac{Ks+L}{(s+11{)}^2}$

B$.\frac{G}{s+\frac{11}{J}}$

C$.\frac{J}{(s+11{)}^2}$

D$.\frac{Bs+C}{s^2+6}$

E$.\frac{A}{s^2+6}$

F$.\frac{Es+F}{(s^2+6{)}^2}$

G$.\frac{Hs+\text{I}}{s+\frac{11}{D}}$

H$.\frac{(\frac{?}{\text{b}\text{a}\text{r}}(D))}{(s^2+6{)}^2}$