题目内容
计算:(| x-2 |
| x+2 |
| 4x |
| x2-4 |
| 1 |
| x2-4 |
分析:本题须先对分式的分子与分母进行因式分解,再进行约分化简即可求出结果.
解答:解:(
+
)÷
=
×(x+2)(x-2)+
×(x2-4)
=(x-2)2+4x
=x2-4x+4+4x
=x2+4
| x-2 |
| x+2 |
| 4x |
| x2-4 |
| 1 |
| x2-4 |
=
| x-2 |
| x+2 |
| 4x |
| x2-4 |
=(x-2)2+4x
=x2-4x+4+4x
=x2+4
点评:本题主要考查了分式的混合运算,解题时要注意乘法运算律的应用.
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