题目内容
化简:
(1)-5+(x2+3x)-(-9+6x2);
(2)4y2-[3y-(3-2y)+2y2];
(3)(3a-4a2+1+2a3)-(-a+5a2+3a3);
(4)4[2x2-3x+1)-2(4x2-2x+3).
(1)-5+(x2+3x)-(-9+6x2);
(2)4y2-[3y-(3-2y)+2y2];
(3)(3a-4a2+1+2a3)-(-a+5a2+3a3);
(4)4[2x2-3x+1)-2(4x2-2x+3).
考点:整式的加减
专题:
分析:(1)先去括号,再合并同类项即可;
(2)先去小括号,再去中括号,最后合并即可;
(3)先去括号,再合并同类项即可;
(4)先算乘法和去括号,再合并同类项即可.
(2)先去小括号,再去中括号,最后合并即可;
(3)先去括号,再合并同类项即可;
(4)先算乘法和去括号,再合并同类项即可.
解答:解:(1)原式=-5+x2+3x+9-6x2
=-5x2+3x+4;
(2)原式=4y2-[3y-3+2y+2y2]
=4y2-3y+3-2y-2y2
=2y2-5y+3;
(3)原式=3a-4a2+1+2a3+a-5a2-3a3
=-a3-9a2+4a+1;
(4)原式=8x2-12x+4-8x2+4x-6
=-8x-2.
=-5x2+3x+4;
(2)原式=4y2-[3y-3+2y+2y2]
=4y2-3y+3-2y-2y2
=2y2-5y+3;
(3)原式=3a-4a2+1+2a3+a-5a2-3a3
=-a3-9a2+4a+1;
(4)原式=8x2-12x+4-8x2+4x-6
=-8x-2.
点评:本题考查了整式的混合运算的应用,注意:整式的加减实质就是合并同类项.
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