Seven women and seven men are to sit round a circular table such that there is a man on either side of every women than the number of seating arrangement is
a) (7!)^2 b) (6!)^2 c) 6! X 7! D) 10!

• Ans :: 6!*7!
  
  First Seven Women can sit around the circle in (7-1)!
  And there are 7 places so 7 mens can sit in 7! ways
  So...in total 6!*7! Ways..
  
  Note :: In a Circular way N members can sit in (N-1)! Ways...
• 11 years agoHelpfull: Yes(21) No(0)
• Arranging 7 men around a circular table = 6! ways
  
  There would be 7 spots in between any two men in the above arrangments and the 7 women can sit in any of those 7 places in 7! ways (note: this is not a circular arrangement)
  
  So, the total ways = 6!*7!
• 11 years agoHelpfull: Yes(7) No(0)
• 7 women in 7! wayss
  in b/w dem 7 seats since it is a circular order
  der 7 men in 7! ways
  so the answer is 7!*7!
• 11 years agoHelpfull: Yes(3) No(5)
• @subrat.plz mail me all the questions u hv got..plz..at gautammishra2707@yahoo.com
  
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• subrat pls send me questions u have shyamleshd@gmail.com plspls will be a great help
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• every men sit beside women so mens are 7! and womens are 7! totally (7!)^2
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• If anyone hav TCS new pattern qstns pls pls pls send me to priyabratkiit@gmail.com
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