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Mathematics
If eleven members of a committee sit at a round table so that the President and Secretary always sit together, then the number of arrangements is
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Q. If eleven members of a committee sit at a round table so that the President and Secretary always sit together, then the number of arrangements is
Permutations and Combinations
A
$ 10! \times 2$
17%
B
$10! $
11%
C
$ 9! \times 2$
49%
D
$ 11 ! \times 2$
23%
Solution:
Since, out of eleven members, two members sit together, then the number of arrangements $= 9! \times 2$
($\because$ two members can sit in two ways.)