According to the meaning of the question: ∫(0, x)ydx=2[xy-∫(0, x)ydx]

X is derived from both sides, arranged as follows: y=2xy'

2dy/y=dx/x is used to separate variables.

Integral: y 2 = CX

When x=2, y=3 is replaced: c=9/2.

The equation of this curve is: y 2 = (9/2) x.