[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y

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[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y原

[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y
[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y

[x(x^2y^2-xy)-y(x^2-x^3y)]÷3x^2-y
原式
=(x^3y^2-x^2y-x^2y+x^3y^2)÷3x^2-y
=1/3(2x^3y^2-2x^2y)÷x^2-y
=1/3(2xy^2-2y)-y
=2xy^2/3-2y/3-y
=2xy^2/3-5y/3