IF I'm interpreting your input right, then there are three terms, with an x or y of various powers representing coefficients in each. I see:
(3*x^3*y^2)-(2*x^2*y)+(5*x*y)
If you take one x and y out of each and put it at the front (factoring) you get:
xy((3*x^2*y)-(2*x)+5)
I don't think you can go any farther than that.