1. The problem statement, all variables and given/known data (3y^2 + 2y)y' = xcosx xyy'=ln(x) ; y(1)=2 2. Relevant equations 3. The attempt at a solution for the first one i get y^3 + y^2= (x^2) sin(x) +cos(x) + C (constant) and the second one is y^2 + ln(x)^2 +4 the problem is there is no way i can define those two as function y of x or function x of y because of the exponents. So my question is, if a question is asking for a solution to a differential equation, can we just leave it as that above?