题目内容
(1)计算下列各式的值.
= ,
= ,
= ,
= ,
= .
(2)如果a>0,则
= ;a<0时,
= .
(3)由(1)、(2)规律,化简.
①当x<0时,-
;
②当x>1时,
.
| (-2)2 |
| (-3)2 |
(
|
| (-0.04)2 |
| 02 |
(2)如果a>0,则
| a2 |
| a2 |
(3)由(1)、(2)规律,化简.
①当x<0时,-
| x2 |
②当x>1时,
| (1-x)2 |
考点:算术平方根
专题:计算题
分析:根据互为相反数的偶次幂相等,可得负数相反数的偶次幂,根据算术平方根,可得答案.
解答:解:(1)计算下列各式的值.
=2,
=3,
=
,
=0.04,
=0.
(2)如果a>0,则
=a;a<0时,
=-a,
故答案为:2,3,
,0.04,0,a,-a;
(3)①当x<0时,-
=-(-x)=x;
当x>1时,
=-(1-x)=x-1.
| (-2)2 |
| (-3)2 |
(
|
| 1 |
| 3 |
| (-0.04)2 |
| 02 |
(2)如果a>0,则
| a2 |
| a2 |
故答案为:2,3,
| 1 |
| 3 |
(3)①当x<0时,-
| x2 |
当x>1时,
| (1-x)2 |
点评:本题考查了算术平方根,注意如果a>0,则
=a;a<0时,
=-a.
| a2 |
| a2 |
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