问题
解答题
计算:(1)
|
答案
(1)原式=
(x-3)2 |
x |
x2 |
(x+3)(x-3) |
x(x-3) |
x+3 |
(2)原式=
1 |
m+2 |
4 |
(m+2)(m-2) |
=
m-2+4 |
(m+2)(m-2) |
=
m+2 |
(m+2)(m-2) |
=
1 |
m-2 |
故答案为
x(x-3) |
x+3 |
1 |
m-2 |
计算:(1)
|
(1)原式=
(x-3)2 |
x |
x2 |
(x+3)(x-3) |
x(x-3) |
x+3 |
(2)原式=
1 |
m+2 |
4 |
(m+2)(m-2) |
=
m-2+4 |
(m+2)(m-2) |
=
m+2 |
(m+2)(m-2) |
=
1 |
m-2 |
故答案为
x(x-3) |
x+3 |
1 |
m-2 |