Question 322037
{{{3x/(x^2-25) + x/(x-5) =3x/((x-5)(x+5))+x/(x-5)}}}
Use the common denominator {{{(x-5)(x+5)}}}
{{{3x/(x^2-25) + x/(x-5) =3x/((x-5)(x+5))+(x(x+5))/((x-5)(x+5))}}}
{{{3x/(x^2-25) + x/(x-5) =(3x+(x^2+5x))/((x-5)(x+5))}}}
{{{3x/(x^2-25) + x/(x-5) =(x^2+8x)/((x-5)(x+5))}}}
{{{3x/(x^2-25) + x/(x-5) =(x(x+8))/((x-5)(x+5))}}}