dx=(3y2+4yz)dy+(2yz+y2)dzdx=(3y^2+4yz)dy+ (2yz+y^2)dzdx=(3y2+4yz)dy+(2yz+y2)dz
∫dx=∫(3y2+4yz)dy+∫(2yz+y2)dz\int dx=\int(3y^2+4yz)dy+\int (2yz+y^2)dz∫dx=∫(3y2+4yz)dy+∫(2yz+y2)dz
x=3y33+4y2z2+2yz22+y2z+cx=\frac{3y^{3}}{3}+\frac{4y^{2}z}{2}+\frac{2yz^{2}}{2}+y^{2}z+cx=33y3+24y2z+22yz2+y2z+c
x=y3+2y2z+yz2+y2z+cx=y^{3}+2y^{2}z+yz^{2}+y^{2}z+cx=y3+2y2z+yz2+y2z+c
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