y(x) has a point (1,3) so the tangent of y(x) in (x,y) point passes y axes in a point
how i tried:
y is the solution of the differential equation.
without knowing y we can find its slope by putting the values in f(x,y)
if we find a function which is tangent in every point the field then its a solution.
the line which has a slope of y'(x)=f(x,y) passes threw (0,2xy^2)
that is theory i know i dont know how to make it into a practice solution