先化简再求值 [2x(x^2y-xy^2)+xy(xy-x^2)]÷x^2y 其中=x2008 y=2004

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先化简再求值 [2x(x^2y-xy^2)+xy(xy-x^2)]÷x^2y 其中=x2008 y=2004

[2x(x^2y-xy^2)+xy(xy-x^2)]÷x^2y
=(2x^3y-2x^2y^2+x^2y^2-x^3y)÷x^2y
=(x^3y-x^2y^2)÷x^2y
=x-y
=2008-2004
=4