Answer:
Option B
Explanation:
The line are x6=y+26=z−11
and x+112=y6=z−1
Here, →a1=−2ˆj+ˆk,→b1=6ˆi+6ˆj+ˆk,→a2=−ˆi
→b2=12ˆi+6ˆj−ˆk
→b1×→b2=[ˆiˆjˆk661126−1]=−12ˆi+18ˆj−36ˆk.
Shortest distance = |(→a2−→a1).(→b1−→b2)||→b1×→b2|
=|(−ˆi+2ˆj−ˆk).(−12ˆi+18ˆj−36ˆk)|√(−12)2+(18)2+(−36)2
= |12+36+36|√1764=8442=2