Number of ways of arranging 12 boys and 12 girls are as follows: a_(1)= a line such that boys and girls sit alternatively. a_(2)= around a circular table alternatively. a_(3)= around an equilateral triangular table alternatively and eight on each side. a_(4)=around a square table alternatively and six on each side. (For a_(3) and a_(4) on a corner if on one side, it's a boy then on the other side it should be a girl to maintain alternation). which of the following is true?

Number of ways of arranging 12 boys and 12 girls are as follows: a_(1

1.	Number of ways of arranging 12 boys and 12 girls are as follows: a_(1)= a line such that boys and girls sit alternatively. a_(2)= around a circular table alternatively. a_(3)= around an equilateral triangular table alternatively and eight on each side. a_(4)=around a square table alternatively and six on each side. (For a_(3) and a_(4) on a corner if on one side, it's a boy then on the other side it should be a girl to maintain alternation). which of the following is true?
Answer» `a_(1) gt a_(2) gt a_(3) gt a_(4)` `a_(4) gt a_(3) gt a_(2) gt a_(1)` `a_(1) gt a_(3) gt a_(4) gt a_(2)` `a_(1) gt a_(4) gt a_(3) gt a_(2)` Answer :C

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