题目内容
先化简,再求值:(x-| x2+4 |
| x |
| x2-4 |
| x2+2x |
分析:先通分,然后进行四则运算,最后将x=2005代入.
解答:解:原式=(
-
)÷
=
×
=-
,
当x=3时,原式=-
=-
=-4.
| x2 |
| x |
| x2+4 |
| x |
| (x+2)(x-2) |
| x(x+2) |
=
| -4 |
| x |
| x |
| x-2 |
=-
| 4 |
| x-2 |
当x=3时,原式=-
| 4 |
| x-2 |
| 4 |
| 3-2 |
点评:本题考查了分式的化简求值,解答此题的关键是把分式化到最简,然后代值计算.
练习册系列答案
相关题目