设A(x1,y1),B(x2,y2)
x1?-y1?=1.1
x2?-y2?=1.2
(x1 x2)/2=2 =>x1 x2=4
(y1 y2)/2=1 =>y1 y2=2
1-2=(x1 x2)(x1-x2)-(y1 y2)(y1 y2)=0
4(x1-x2)-2(y1-y2)=0
直线AB的斜率K=(y1-y2)/(x1-x2)=2
所以直线AB的方程为:y-1=2(x-2)
y=2x-3
可以验算一下,
x?-(2x-3)?=1
-3x? 12x-10=0
x1 x2=12/3=4, (x1 x2)/2=2,正确
PS:楼上错误,化简后(x1 x2)/2为负值,