题目内容
计算:
(1)
×
(2)4
×(-3
)
(3)
×
(a≥0)
(4)
×
(5)
×
×
(6)
•
(m≥0)
(7)
•
(a≥0,b≥0)
(8)
×
(9)
×
(10)
•
(x≥0,y≥0)
(1)
| 20 |
| 5 |
(2)4
| 2 |
| 8 |
(3)
| 6a3 |
|
(4)
| 3 |
| 27 |
(5)
| 2 |
| 3 |
| 12 |
| 3 |
| 1 |
| 2 |
| 20 |
(6)
|
| 96m |
(7)
| 5ab |
| 45a3b |
(8)
| 27 |
| 8 |
(9)
| 72 |
|
(10)
| 2xy3 |
| 4x2y |
考点:二次根式的乘除法
专题:
分析:(1)根据二次根式的乘法运算直接得出即可;
(2)根据二次根式的乘法运算直接得出即可;
(3)根据二次根式的乘法运算进而化简得出即可;
(4)根据二次根式的乘法运算直接得出即可;
(5)根据二次根式的乘法运算直接得出即可;
(6)根据二次根式的乘法运算直接得出即可;
(7)根据二次根式的乘法运算进而化简得出即可;
(8)根据二次根式的乘法运算进而化简得出即可;
(9)根据二次根式的乘法运算进而化简得出即可;
(10)根据二次根式的乘法运算进而化简得出即可.
(2)根据二次根式的乘法运算直接得出即可;
(3)根据二次根式的乘法运算进而化简得出即可;
(4)根据二次根式的乘法运算直接得出即可;
(5)根据二次根式的乘法运算直接得出即可;
(6)根据二次根式的乘法运算直接得出即可;
(7)根据二次根式的乘法运算进而化简得出即可;
(8)根据二次根式的乘法运算进而化简得出即可;
(9)根据二次根式的乘法运算进而化简得出即可;
(10)根据二次根式的乘法运算进而化简得出即可.
解答:解:(1)
×
=10;
(2)4
×(-3
)=-12×4=-48;
(3)
×
(a≥0)=3a2;
(4)
×
=9;
(5)
×
×
=
×
,
=
×6×2
=4
;
(6)
•
(m≥0)
=
=4m;
(7)
•
(a≥0,b≥0)
=
=15a2b;
(8)
×
=
=6
;
(9)
×
=
=
=2
;
(10)
•
(x≥0,y≥0)=
=2xy2
.
| 20 |
| 5 |
(2)4
| 2 |
| 8 |
(3)
| 6a3 |
|
(4)
| 3 |
| 27 |
(5)
| 2 |
| 3 |
| 12 |
| 3 |
| 1 |
| 2 |
| 20 |
=
| 2 |
| 3 |
| 1 |
| 2 |
| 12×3×20 |
=
| 1 |
| 3 |
| 5 |
=4
| 5 |
(6)
|
| 96m |
=
|
=4m;
(7)
| 5ab |
| 45a3b |
=
| 225a4b2 |
=15a2b;
(8)
| 27 |
| 8 |
| 9×3×2×4 |
| 6 |
(9)
| 72 |
|
72×
|
| 12 |
| 3 |
(10)
| 2xy3 |
| 4x2y |
| 8x3y4 |
| 2x |
点评:此题主要考查了二次根式的乘法运算,正确化简二次根式是解题关键.
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