You can't determine the value of x+y from that information. It can be any value. Set it equal to 5... solve for x and y. Set it equal to 10... solve for x and y. You can set it equal to anything, and still find an x and y which will make both true.
Since we only have one equation and two unknowns, we have a dependent system. Number of Equations < Number of Variables==> infinite solutions.
Let's solve for y. ===>2y = 3x + 55 + 5
================>y= (1/2)(3x + 60)
================>y = (3/2)(x+ 20)
The solution is dependent on either x or y.
The parametric form of the solution is the point (t, (3/2(t+20)) valid for all t, where t is a real number.
The value x + y is t + 3/2(t + 20) = 2t/2 +3t/2 + 30
===>x + y =5t/2 + 30 for all t, where t is a real number.