The number of ways in which $5$ boys and $4$ girls can sit around a circular table such that no two girls sit together is:

$A$ couple can sit with $6$ guests around a circular table. In how many ways can they sit if the couple sits in consecutive seats?

The number of ways in which $5$ boys and $3$ girls can be seated on a round table,if a particular boy $B_1$ and a particular girl $G_1$ never sit adjacent to each other,is

The number of ways in which $6$ boys and $5$ girls can sit at a round table,if no two girls are to sit together,is

If $3$ sisters and $8$ other girls are together playing a game,then the number of ways in which all the girls are seated around a circle such that the three sisters are not seated together,is

In how many ways can $7$ women and $7$ men be seated around a circular table such that each woman is seated next to a man?