题目内容
曲线y=ax2与直线y=kx+b相交于两点,它们的横坐标为x1、x2,而x3是直线与x轴交点的横坐标,那么( )
| A.x3=x1+x2 | B.x3=
| ||||
| C.x1x3=x2x3+x1x2 | D.x1x2=x2x3+x3x1 |
联立直线与曲线方程
可得ax2-kx-b=0
则可得,x1+ x2 =
,x1x2=
,
x3=-
=
=
∴x1x2=x1x3+x2x3
故选D.
|
则可得,x1+ x2 =
| k |
| a |
| -b |
| a |
x3=-
| b |
| k |
-
| ||
|
| x1x2 |
| x1+x2 |
∴x1x2=x1x3+x2x3
故选D.
练习册系列答案
相关题目