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