I studying for a test by working problems and can't seem to get going on this one. Find the general solution to: y^2 dy/dx + 2y^2 = 6e^3x.
So far the farthest I have gotten with this one is : y^2 dy/dx = 6e^3x - 2y^2. Do I need to divide both sides now by y^2. Is this Homogenious First-order?
Please help!
So far the farthest I have gotten with this one is : y^2 dy/dx = 6e^3x - 2y^2. Do I need to divide both sides now by y^2. Is this Homogenious First-order?
Please help!