题目内容
化简
(1)3x+2x2-2-15x2+1-5x;
(2)3x2+2xy-4y2-3xy+4y2-3x2;
(3)-7x2+(6x2-5xy)-2(3y2+xy-x2);
(4)2(2x2-5x)-5(3x+5-2x2).
(1)3x+2x2-2-15x2+1-5x;
(2)3x2+2xy-4y2-3xy+4y2-3x2;
(3)-7x2+(6x2-5xy)-2(3y2+xy-x2);
(4)2(2x2-5x)-5(3x+5-2x2).
分析:原式各项去括号合并即可得到结果.
解答:解:(1)原式=-13x2-2x-1;
(2)原式=-xy;
(3)原式=-7x2+6x2-5xy-6y2-2xy+2x2=x2-7xy-6y2;
(4)原式=4x2-10x-15x-25+10x2=14x2-25x-25.
(2)原式=-xy;
(3)原式=-7x2+6x2-5xy-6y2-2xy+2x2=x2-7xy-6y2;
(4)原式=4x2-10x-15x-25+10x2=14x2-25x-25.
点评:此题考查了整式的加减,涉及的知识有:去括号法则,以及合并同类项法则,熟练掌握运算法则是解本题的关键.
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