Solution of eq (x^2+y)^2dy=xydx

calculuslove

New member
Joined
Oct 17, 2018
Messages
1
I have tried different methods but I am neither able to reduce it to a homogenous equation nor to a linear differentiable equation. Please guide me on what I'm missing.

The equation is:
(x^2 + y^2)^2 dy = xy dx
 
if the equation is the one in your post and not the title...have you considered trying to divide through by xy and make a substitution?
 
Top