5 rectangular tables are arranged in a circle, each table seats three people on the long side. How many arrangements are possible if people(15 in total) may sit on the outside or inside of the circle?
Hmm i would say 15!*2^15/5, because 15! is ibvious for all perms in a line, the 2^15 because each has either a choice of inside or outside, and the divide by 5 because you can rottae tables.
Edit: Hld on, on each table can you seat 3 or 6 people? if it's 3 then it'd be my answer. If it's six then it's 30!/(15!*5)