3x2y2dx+4(x3y−3)dy=03x^2y^2dx+4(x^3y-3)dy=03x2y2dx+4(x3y−3)dy=0
integrating factor is y2:y^2:y2:
3x2y4dx+4x3y3dy−12y2dy=03x^2y^4dx+4x^3y^3dy-12y^2dy=03x2y4dx+4x3y3dy−12y2dy=0
The left part is the full differential of the next function:
x3y4−4y3=Cx^3y^4-4y^3=Cx3y4−4y3=C
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