-3x2y+2x2y+3xy2-2xy2
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-3x2y+2x2y+3xy2-2xy2-3x2y+2x2y+3xy2-2xy2-3x2y+2x2y+3xy2-2xy2-3x2y+2x2y+3xy2-2xy2=-x²y+xy²分
-3x2y+2x2y+3xy2-2xy2
-3x2y+2x2y+3xy2-2xy2
-3x2y+2x2y+3xy2-2xy2
-3x2y+2x2y+3xy2-2xy2
=-x²y+xy²
分解因式:
原式=-xy(x-y)
3x2y+xy2-[2xy2-4x2y+(x2y-2xy2)]
5xy2-【3xy2-(4xy2-2x2y)】+2x2y】+2x2y-xy2 化简,再求值
-3x2y+2x2y+3xy2-2xy2
-3x2+2x2y+xy2
-2x2y(-2xy2)2+(2xy)3×( xy2)
(x2y)3 × (-xy2)3
化简:5(3x2y-xy2) * (xy2+3x2y)
x3-2x2y+xy2-x
因式分解:x3-2x2y+xy2
(6x2y-xy2-1/2x2y3)/(-3xy)
(-1/2x2y)`(-3xy2)=
4xy2-4x2y-y3 (2 3 是方)
(3x2y-2xy2)-(xy2-2x2y),其中x=-1,y=2.
若m=x3-3x2y+2xy2+3y2 n=x3-2x2y+xy2-5y3,则2x3-7x2y+5xy2+14y2等于( )若m=x3-3x2y+2xy2+3y2 n=x3-2x2y+xy2-5y3,则2x3-7x2y+5xy2+14y2等于( )空里用字母表示
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