Solve the initial value problem.

x$^(2)($dy$)/($dx$)=(4$x$^(2)-$x$-2)/(($x$+1)($y$+1)),$y$(1)=3$

Begin by separating the variables. Choose the correct answer below.

A$.($x$^(2)($x$+1))/(4$x$^(2)-$x$-2)$dy$=(1)/($y$+1)$dx

B$.($y$+1)$dy$=(4$x$^(2)-$x$-2)/($x$^(2)($x$+1))$dx

C$.($dy$)/($dx$)=(4$x$^(2)-$x$-2)/($x$^(2)($x$+1)($y$+1))$x and y as the variables.