I have two questions that I'm stumped on. I don't know where to start or how to finish them. My prof moves to fast for me. ANY help you can give would be great!!
#1 find the general solution of differential equation:
2xy^2 + x^2y' = y^2
#2 Each of the differential equations is of 2 different types considered ( seperable, linear, homogeneous, Bernoulli, exact, etc.) Derive general solutions for the equation in 2 different ways then reconcile your results.
dy/dx= xy^3 -xy
#1 find the general solution of differential equation:
2xy^2 + x^2y' = y^2
#2 Each of the differential equations is of 2 different types considered ( seperable, linear, homogeneous, Bernoulli, exact, etc.) Derive general solutions for the equation in 2 different ways then reconcile your results.
dy/dx= xy^3 -xy