Correct Answer - A
23 persons can sit at a round table in 22! Ways.
The number of ways in which two particular persons sit together =21!×2!
∴ Probability that two particular persons sit together
=
21!×2!
22!
=
1
11
Hence, odd against two particular persons sit together are
10:1. [∵ odd against=P(
ˉ
A
):(A)]