How many ways can six people sit around a circular table where seatings are same if obtained by rotating table

Question

How many ways can six people sit around a circular table where seatings are same if obtained by rotating table

Answer 1

when its in a line, its just n!

but in a circle, since there are repeats its n!/n, or (n-1)!

so its 5! = 5*4*3*2 = 120

Answer 2

If I get what you mean I think it's 120.

Answer 3

Probably 120