Circular Permutation

Find circular permutation of $7$ students sitting around a round table $4$ students at a time.

Calculate circular permutation of $6$ diamonds in a necklace.

Number of circular permutation of '$n$' distinct objects taken all at a time is $n!$.

Number of circular permutation of '$n$' distinct objects taken all at atime is 

Find the number of ways in which $5$ boys can be arranged to form a circle

Find the number of ways in which $8$ beads can be arranged to form a wristband.

In how many ways $6$ persons can be arranged in a circular arrangement taking $4$ at a time when clockwise and anti-clockwise arrangements are same?

In how many ways $4$ persons can be arranged in a circular arrangement taking $2$ at a time when clockwise and anti-clockwise arrangements are same?

In how many ways $8$ persons can be arranged in a round table taking $5$ at a time?

In how many ways $6$ persons can be arranged in a round table taking $4$ at a time?

Find the number of ways in which $4$ boys can be seated in a circle.

Find the number of ways in which $5$ boys can be seated in a circle.

If the clockwise and counterclockwise orders CANNOT be distinguished then total number of circular permutation of $n$ elements taken all together is 

If the clockwise and counterclockwise orders CAN be distinguished then total number of circular permutation of $n$ elements taken all together is 

Find the number of ways of arranging $5$ things in a circle when $2$ things are identical.

The number of ways in which $6$ men and $5$ women can sit at a round table if no two women are to sit together is given by

The number of ways that a circle can be made out of $6$ black and $4$ white men standing on a ring, so that all the white men come together is

The number of ways of arranging $7$ things in a circle, when $4$ things are identical is $30$.

Find the number of ways of arranging $6$ things in a circle when $3$ things are identical.

The number of circular permutations of $7$ different things, taken $5$ at a time, when clockwise and anticlockwise orders are not different is