Exact result
5,040
8 distinct items around a circle can be arranged in 5,040 ways.
For 8 people around one round table, you fix one seat and arrange the remaining 7 people. Rotating the finished table does not create a different seating.
Worked steps
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- Input: n = 8
- Formula: (n - 1)!
- Substitute: (8 - 1)!
- Steps: fix one seat and arrange the remaining 7 items
- Result: 8 distinct items around a circle can be arranged in 5,040 ways.
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For 8 people around one round table, you fix one seat and arrange the remaining 7 people. Rotating the finished table does not create a different seating.
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