find dy/dx=xy2+x2y+1=0
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ddx(x2y+xy2)=ddx(6)
ddx(x2y)+ddx(xy2)=ddx(6)
[2xy+x2dydx]+[1y2+x2ydydx]=0
2xy+x2dydx+y2+2xydydx=0
x2dydx+2xydydx=−2xy−y2
[x2+2xy]dydx=−2xy−y2
dydx=−2xy−y2x2+2xy
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