题目内容
化简:
(1)a-(-b-c)
(2)(a2+2ab+b2)-(a2-2ab+b2)
(3)(x2+2xy+y2)-(x2-2xy+y2)
(4)x2-2(xy-y2)-y2.
(1)a-(-b-c)
(2)(a2+2ab+b2)-(a2-2ab+b2)
(3)(x2+2xy+y2)-(x2-2xy+y2)
(4)x2-2(xy-y2)-y2.
考点:整式的加减
专题:
分析:先去括号,再进一步合并同类项即可.
解答:解:(1)原式=a+b+c;
(2)原式=a2+2ab+b2-a2+2ab-b2
=4ab;
(3)原式=x2+2xy+y2-x2+2xy-y2
=4xy;
(4)原式=x2-2xy+2y2-y2
=x2-2xy+y2.
(2)原式=a2+2ab+b2-a2+2ab-b2
=4ab;
(3)原式=x2+2xy+y2-x2+2xy-y2
=4xy;
(4)原式=x2-2xy+2y2-y2
=x2-2xy+y2.
点评:此题考查整式的加减混合运算,注意去括号符号的变化,掌握合并同类项的方法是关键.
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