题目
题型:解答题难度:一般来源:不详
1 |
b |
1 |
c |
1 |
a |
1 |
c |
1 |
a |
1 |
b |
答案
a(
1 |
b |
1 |
c |
1 |
a |
1 |
c |
1 |
a |
1 |
b |
=
a |
b |
a |
c |
b |
c |
b |
a |
c |
a |
c |
b |
=
a+c |
b |
a+b |
c |
b+c |
a |
∵a+b+c=0,则a+b=-c,a+c=-b,b+c=-a,
∴原式=
-b |
b |
-c |
c |
-a |
a |
故答案为-3.
核心考点
举一反三
x-y |
x+y |
2x+1 |
(x-1)(x+2) |
A |
x-1 |
B |
x+2 |
1 |
b |
1 |
c |
1 |
a |
1 |
c |
1 |
a |
1 |
b |
1 |
b |
1 |
c |
1 |
a |
1 |
c |
1 |
a |
1 |
b |
a |
b |
a |
c |
b |
c |
b |
a |
c |
a |
c |
b |
a+c |
b |
a+b |
c |
b+c |
a |
-b |
b |
-c |
c |
-a |
a |
x-y |
x+y |
2x+1 |
(x-1)(x+2) |
A |
x-1 |
B |
x+2 |