题目内容
若x=| 2 | ||
|
| x-y | ||||
|
| 2xy | ||||
x
|
分析:将x的值分母有理化,然后将式子化简后代入即可.
解答:解:(1)x=
=
+1,
∴x2-2x+3=(x-1)2+2=5,
(2)
-
=
+
-
.
故答案为:5,
+
-
.
2(
| ||||
(
|
| 3 |
∴x2-2x+3=(x-1)2+2=5,
(2)
| x-y | ||||
|
| 2xy | ||||
x
|
| x |
| y |
| 2 |
| x-y |
故答案为:5,
| x |
| y |
| 2 |
| x-y |
点评:本题考查二次根式的混合运算,有一定难度,注意分母有理化很重要.
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