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(3x²y - x²) dy/dx = (xy² + 4y²)
x²(3y - 1) dy/dx = y²(x + 4)
(3y - 1)/y² dy = (x + 4)/x² dx
3/y - 1/y² dy = 1/x + 4/x² dx
∫3/y - 1/y² dy = ∫1/x + 4/x² dx
3.lny + 1/y = lnx - 4/x + c
3.lny = lnx - 4/x + c - 1/y
lny = (lnx - 4/x + c - 1/y)/3
y = e^((lnx - 4/x + c - 1/y)/3)