题目内容
先去括号,再合并同类项;
(1)(3x2+4-5x3)-(x3-3+3x2)
(2)(3x2-xy-2y2)-2(x2+xy-2y2)
(3)2x-[2(x+3y)-3(x-2y)]
(4)(a+b)2-
(a+b)-
(a+b)2+(-3)2(a+b).
(1)(3x2+4-5x3)-(x3-3+3x2)
(2)(3x2-xy-2y2)-2(x2+xy-2y2)
(3)2x-[2(x+3y)-3(x-2y)]
(4)(a+b)2-
| 7 |
| 2 |
| 5 |
| 4 |
考点:去括号与添括号,合并同类项
专题:
分析:根据去括号的方法,先去大括号,再去中括号,最后去小括号,再计算即可.
解答:解:(1)原式=3x2+4-5x3-x3+3-3x2
=-6x3+7;
(2)原式=3x2-xy-2y2-2x2-2xy+4y2
=x2-3xy+2y2;
(3)原式=2x-2x-6y+3x-6y
=3x-12y;
(4)原式=-
(a+b)-
(a+b)2+9(a+b)
=-
(a+b)2+
(a+b).
=-6x3+7;
(2)原式=3x2-xy-2y2-2x2-2xy+4y2
=x2-3xy+2y2;
(3)原式=2x-2x-6y+3x-6y
=3x-12y;
(4)原式=-
| 7 |
| 2 |
| 1 |
| 4 |
=-
| 1 |
| 4 |
| 11 |
| 2 |
点评:本题考查去括号的方法:去括号时,运用乘法的分配律,先把括号前的数字与括号里各项相乘,再运用括号前是“+”,去括号后,括号里的各项都不改变符号;括号前是“-”,去括号后,括号里的各项都改变符号.顺序为先大后小.
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