1. The problem statement, all variables and given/known data Find the general solution for: y''-2y'+y=ex/x 2. Relevant equations NONE - not an initial value problem 3. The attempt at a solution Solve the homogeneous first: r2-2r+1=0 r=1 as a double root So: y1=c1ex y2=c2xex ...but what in God's name is the form for the particular Y (based on the right side of the equation?). I suppose it's the "hard part" of this exercise but I've tried a couple and still don't see it.