How many seating arrangements are possible with $8$ people around a round table?

5040

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8!

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7!

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720

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Solution

The correct options are
A $5040$
D $7!$
To arrange $n$ people around a round table
Number of arrangements $= (n - 1)!$
To arrange them $8$ around the round table.
Number of arrangements $= (8 - 1)! = 7! = 5040$

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In how many ways can 13 people be seated around two round tables with seating capacities of 6 and 7 people respectively?

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