圆心坐标就是AB中点坐标,即(3/2,5/2)
AB的长是:根号[(4+1)^2+(2-3)^2]=根号26
即半径是:根号26/2
那么圆方程是:(x-3/2)^2+(y-5/2)^2=26/4=13/2
令y=0,则有:(x-3/2)^2+25/4=13/2
(x-3/2)^2=1/4
x-3/2=1/2,或x-3/2=-1/2
x=2,x=1
即与X轴的交点坐标是(2,0),(1,0)
圆心坐标就是AB中点坐标,即(3/2,5/2)
AB的长是:根号[(4+1)^2+(2-3)^2]=根号26
即半径是:根号26/2
那么圆方程是:(x-3/2)^2+(y-5/2)^2=26/4=13/2
令y=0,则有:(x-3/2)^2+25/4=13/2
(x-3/2)^2=1/4
x-3/2=1/2,或x-3/2=-1/2
x=2,x=1
即与X轴的交点坐标是(2,0),(1,0)