differential dy/dx=(y+x)/(xy)
Hmm, I don't think there's a convenient substitution we can use here...
i too have tried a lot but nothing yields for its not homogeneous neither linear form
You might be able to solve it as an exact equation, but I'm not sure that's helpful.
i have solved it like that but does not match the answer........
it was a subsidiary of ...... solve by charpit's method \[pxy+pq+qy=y ^{2}\] in the process of solving this question i got this differential
it would be kind enough if you could attempt solving this one
I doubt I can be of much help regarding Charpit's. You'd know more than me, I haven't taken a class in PDE's. As for this equation, I think a clever substitution is in order, but as to what it might be, I have no clue. Sorry!
thankyou .
@UnkleRhaukus might be able to help
@satellite73
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