题目内容
解方程
(1)x2-12x-4=0(配方法解)
(2)5x2-8x+2=0(公式法解)
(3)25x2-36=0(用适当的方法解)
(1)x2-12x-4=0(配方法解)
(2)5x2-8x+2=0(公式法解)
(3)25x2-36=0(用适当的方法解)
(1)x2-12x-4=0,
x2-12x=4,
x2-12x+36=4+36
(x-6)2=40,
x-6=±2
,
x1=6+2
,x2=6-2
;
(2)5x2-8x+2=0,
a=5,b=-8,c=2,
b2-4ac=(-8)2-4×5×2=24>0,
x=
=
,
x1=
,x2=
.
(3)25x2-36=0,
25x2=36,
x2=
,
x=±
,
x1=
,x2=-
.
x2-12x=4,
x2-12x+36=4+36
(x-6)2=40,
x-6=±2
| 10 |
x1=6+2
| 10 |
| 10 |
(2)5x2-8x+2=0,
a=5,b=-8,c=2,
b2-4ac=(-8)2-4×5×2=24>0,
x=
8±
| ||
| 10 |
4±
| ||
| 5 |
x1=
4+
| ||
| 5 |
4-
| ||
| 5 |
(3)25x2-36=0,
25x2=36,
x2=
| 36 |
| 25 |
x=±
| 6 |
| 5 |
x1=
| 6 |
| 5 |
| 6 |
| 5 |
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