题目内容
把下列各式分解因式:
(1)-3x2y-6xy+12xy2;
(2)(y-x)(a-b+c)+(x-y)(b-a-c).
答案:
解析:
解析:
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答案:(1)-3x2y-6xy+12xy2=-(3x2y+6xy-12xy2) =-3xy(x+2-4y) (2)(y-x)(a-b+c)+(x-y)(b-a-c) =-(x-y)(a-b+c)+(x-y)·[-(a-b+c)] =-(x-y)(a-b+c)-(x-y)(a-b+c) =-2(x-y)(a-b+c). 剖析:(1)中运用提公因式法;(2)中先将y-x变为-(x-y),将-(x-y)看成一个整体. |
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