Question 315470
simplify first, then find a common denominator.
{{{2/(m-3)+ (4m-12)/(9-m^2)=2/(m-3)+4(m-3)/((3-m)(3+m))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=2/(m-3)-4(m-3)/((m-3)(3+m))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=2/(m-3)-4*cross((m-3))/(cross((m-3))(3+m))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=2/(m-3)-4/(m+3)}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=(2(m+3))/((m-3)(m+3))-(4(m-3))/((m-3)(m+3))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=((2m+6)-(4m-12))/((m-3)(m+3))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=(-2m+18)/((m-3)(m+3))}}}
{{{2/(m-3)+ (4m-12)/(9-m^2)=(2(-m+9))/((m-3)(m+3))}}}