问题 选择题 计算(x+y)•x2x2-y2+y2x-y-2x2y-2xy2x2-2xy+y2,正确的结果为( )A.x+yB.x-yC.y-xD.x-yx+y 答案 原式=(x+y)•x2(x+y)(x-y)+y2x-y-2xy(x-y)(x-y)2=x2x-y+y2x-y-2xyx-y=x2+y2-2xyx-y=x-y.故选B.