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Seven women and seven menare to sit around a circular table such that there is a man on either side of every women, then the total no. of seating arrangements is (a) (7!) 2 (b) (6 !) 2 (c) 6! X 7 ! (d) 7!
Seven women and seven menare to sit around a circular table such that there is a man on either side of every women, then the total no. of seating arrangements is
(a) (7!) 2 (b) (6 !) 2 (c) 6! X 7 ! (d) 7!
Dear Sanchit Gupta
there must be a man on either side of women
it is only possible when men and women sit in alternate way.
so 7 women can sit on circular tabel such that a vacant seat between them is (7-1)! way
and in these vacant seat 7 men can sit in 7! ways
so total ways is = 6! *7!
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