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(1)计算:?12+2sin60°+38?(cos45°?1)0(2)用配方法解方程:x2-6x+4=0
(1)计算:?12+2sin60°+38?(cos45°?1)0(2)用配方法解方程:x2-6x+4=0....
(1)计算:?12+2sin60°+38?(cos45°?1)0(2)用配方法解方程:x2-6x+4=0.
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(1)?12+2sin60°+
?(cos45°?1)0
=-1+2×
+2-1
=-1+
+2-1
=
;
(2)x2-6x+4=0
x2-6x=-4
x2-6x+9=-4+9
(x-3)2=5
x-3=±
,
x1=3-
,x2=3+
.
3 | 8 |
=-1+2×
| ||
2 |
=-1+
3 |
=
3 |
(2)x2-6x+4=0
x2-6x=-4
x2-6x+9=-4+9
(x-3)2=5
x-3=±
5 |
x1=3-
5 |
5 |
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