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If m>n, the number of ways m men and n w...

If `m>n`, the number of ways `m` men and `n` women can be seated in a row, so that no two women sit together is

A

` (m ! n !)/((m+n) !)`

B

`((m+n) !)/(m !(n+1) !)`

C

`(m !(n+1) !)/((m-n+1) !)`

D

`(m !(m+1) !)/((m-n+1) !)`

Text Solution

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The correct Answer is:
B
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