Question 34629
{{{(4x-2y)/3 + (2x-3y)/5 = 11/5}}} (I hope that's what your problem actually looks like)
First, lets get rid of the fractions.  We're going to multiply everything by the least common multiple of the denominators, or 15. 
{{{(4x-2y)/3 + (2x-3y)/5 = 11/5}}}
{{{(15)*((4x-2y)/3) + 15*((2x-3y)/5) =15*(11/5)}}}
Now simplify where we can and divide common factors: 
{{{(5)*(4x-2y) + 3*(2x-3y) =3*11}}}
Multiply and simplify a bit:
{{{20x - 10y + 6x - 9y = 33}}}
Combine like terms:
{{{24x - 19y = 33}}}
Solve in terms of y
-19y = - 24x + 33
y = 24/19x - 33/19
You can graph if you would like otherwise this is your solution set.