You might try changing it from a problem to find y(x) to a problem to find x(y): if , then we have , which may be simpler to solve.
--Kevin C.
dy/dx= 1/(x^2-xy)
I have tried all the basic steps in an attempt to make it take the form of:
separable
exact
homogenous
bernoulli
linear
I have tried substitution with:
y=ux
u=x-y
u=x^2-y
I cannot for the life of me figure this out, thank you for any help.