已知xx+y=5,xy=-3,则x^2y+xy^2=
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已知xx+y=5,xy=-3,则x^2y+xy^2=已知xx+y=5,xy=-3,则x^2y+xy^2=已知xx+y=5,xy=-3,则x^2y+xy^2=x+y=5,xy=-3,则x^2y+xy^2
已知xx+y=5,xy=-3,则x^2y+xy^2=
已知xx+y=5,xy=-3,则x^2y+xy^2=
已知xx+y=5,xy=-3,则x^2y+xy^2=
x+y=5,xy=-3,则x^2y+xy^2=xy(x+y)=-3*5=-15
x+y=5
xy=-3
所以原式=xy(x+y)
=-3*5
=-15
已知xx+y=5,xy=-3,则x^2y+xy^2=
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