Solving an ODE

1. The problem statement, all variables and given/known data
Ay'+Bxy=Cy
y=f(x)
A,B,C are real constants
3. The attempt at a solution
This kinda looks like a Bernoulli equation but not really.
I thought about using an integrating factor but there is function of x on the right side.
If I tried undetermined coefficients what would my guess function be.

 

where Q(x)=0 and then use an integrating factor.

 

if you do that you get y=0.

 

wow cant believe I missed that , thanks for the help
ok so I would get
[itex] ln(y)= \frac{-1}{A}(\frac{Bx^2}{2}-Cx)+F [/itex]
F= integration constant
then I just raise each side to e and I will have y