Question

Find the number of ways in which 5 men and 4 women can be seated round a table so that no two women are together.

Answer 1

If no two women are together, then we have an alternate sitting pattern: a man, then a woman, a man and so on.

Answer 2

so there are (5-1)!*4! right?

Answer 3

We can't have two men together, right? If we do, then there must be a place where two women are together.

Answer 4

I think it is just \(5!4!\)

Answer 5

but it is in a round table.....

Answer 6

Ah! Yes.

Answer 7

am I right?

Answer 8

Yes

Answer 9

thanks a lot.... :)

Answer 10

No problem!

Answer 11

You did more of the work. lol

Answer 12

:)