设垂线方程为 (x-1)/l=(y-1)/m=(z-1)/n
由垂直条件 l/1=m/2=n/3 => 6l=3m=2n
=> (x-1)/l=(y-1))/2l=(z-1)/3l
即 x-1=(y-1)/2=(z-1)/3 或 2x-y-1=0 & 3y-2z-1=0
设垂线方程为 (x-1)/l=(y-1)/m=(z-1)/n
由垂直条件 l/1=m/2=n/3 => 6l=3m=2n
=> (x-1)/l=(y-1))/2l=(z-1)/3l
即 x-1=(y-1)/2=(z-1)/3 或 2x-y-1=0 & 3y-2z-1=0