Recent content by Romaha_1

Hi tiny-tim, thank you for the idea! But I could solve it only when letting z = x2*e2y; I still do not see how this is possible with z = e2y.

Sorry, for some reason I could not see the end of your previous post. But still, I do not understnad how this works because the whole expression (x-x2*e2y) is multiplied by dy/dx, not just x2*e2y.

Yeah, I understand what you meant and agree with you that the separable approach does not work; it was my assumption that the question was wrong.

Yes, that's the reason I don't know how to do it. I don't think it is a mistake in the problem, since there is a sign "(very tricky)" after it on the problem set.

Homework Statement Solve the differential equation: Homework Equations 1+(x-x^2*e^(2y))(dy/dx) = 0 The Attempt at a Solution No idea how to approach this.