题目内容
若A=x2-2xy+y2,B=x2+2xy+y2,则A-B=( )
分析:把A、B代入得出(x2-2xy+y2)-(x2+2xy+y2),去括号后合并同类项即可.
解答:解:∵A=x2-2xy+y2,B=x2+2xy+y2,
∴A-B=(x2-2xy+y2)-(x2+2xy+y2)
=x2-2xy+y2-x2-2xy-y2
=-4xy,
故选D.
∴A-B=(x2-2xy+y2)-(x2+2xy+y2)
=x2-2xy+y2-x2-2xy-y2
=-4xy,
故选D.
点评:本题考查了整式的加减的应用,主要考查学生的计算和化简能力.
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