题目内容
解下列方程:
(1)x2=4x;
(2)x2+5x-2=0;
(3)x2+2x-2=0;
(4)x2-2
x+1=0.
(1)x2=4x;
(2)x2+5x-2=0;
(3)x2+2x-2=0;
(4)x2-2
| 2 |
(1)x2=4x
x2-4x=0
x(x-4)=0
x1=0,x2=4
(2)x2+5x-2=0
∵a=1,b=5,c=-2
∴x=
=
=
(3)x2+2x-2=0
∵a=1,b=2,c=-2
∴x=
=
=-1±
(4)x2-2
x+1=0
∵a=1,b=-2
,c=1
∴x=
=
=
±1
x2-4x=0
x(x-4)=0
x1=0,x2=4
(2)x2+5x-2=0
∵a=1,b=5,c=-2
∴x=
-b±
| ||
| 2a |
-5±
| ||
| 2 |
-5±
| ||
| 2 |
(3)x2+2x-2=0
∵a=1,b=2,c=-2
∴x=
-b±
| ||
| 2a |
-2±
| ||
| 2 |
| 3 |
(4)x2-2
| 2 |
∵a=1,b=-2
| 2 |
∴x=
-b±
| ||
| 2a |
2
| ||||
| 2 |
| 2 |
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