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合并同类项、去括号与添括号
1.根据去括号法则,在 上填上“+”号或“-”号:
(1) a (-b+c)=a-b+c;
(2) a (b-c-d)=a-b+c+d;
(3) (a-b) (c+d)=c+d-a+b;
2.已知x+y=2,则x+y+3= , 5-x-y= .
3.下列去括号有没有错误?若有错,请改正:
(1)a2-(2a-b+c) (2)-(x-y)+(xy-1)
=a2-2a-b+c; =-x-y+xy-1.
3.去括号:
(1)a+3(2b+c-d) = (2)3x-2(3y+2z) =
(3)3a+4b-(2b+4a) = (4)(2x-3y)-3(4x-2y) =
4.计算
(1)a+(b-c)= (2)a-(-b+c)=
(3)(a+b)+(c+d)= (4)-(a+b)-(-c-d)=
(5)(a-b)-(-c+d)= (6)-(a-b)+(-c-d)=
5.去括号:
(1)a+(-b+c-d)= (2)a-(-b+c-d)=
(3)-(p+q)+(m-n)= (4)(r+s)-(p-q)=
6.化简:
(1)(2x-3y)+(5x+4y); (2)(8a-7b)-(4a-5b);
(3)a-(2a+b)+2(a-2b); (4)3(5x+4)-(3x-5);
(5)(8x-3y)-(4x+3y-z)+2z; (6)-5x2+(5x-8x2)-(-12x2+4x)+2;
(7)2-(1+x)+(1+x+x2-x2); (8)3a2+a2-(2a2-2a)+(3a-a2)。
(9)5a+(3x-3y-4a) (10)3x-(4y-2x+1)
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