Find the particular solution of the differential equation xey/x - y + x = 0, given that y(1) = 0.





⇒ the given differential equation is a homogenous equation.


The solution of the given differential equation is :


Put y = vx






Integrating both the sides we get:




Resubstituting the value of y = vx we get



Now,y(1) = 0




= 1


Ans: = 1


1