y(x-y)2=x
Diff. both sides...
u get
∂y(x-y)2+y*2(x-y)(∂x-∂y)=∂x
so substitute ∂x=∂y(x-y)2+y*2(x-y)(∂x-∂y) in the integ
and use partial diff.
y(x-y)2=x
Diff. both sides...
u get
∂y(x-y)2+y*2(x-y)(∂x-∂y)=∂x
so substitute ∂x=∂y(x-y)2+y*2(x-y)(∂x-∂y) in the integ
and use partial diff.
This was posted long time back on the forum..
I dont remember who solved it finally...