Table of Contents
How many different ways can you seat 8 persons at a round table?
So the answer is that there are 5,040 possible permutations of 8 people around a circular table.
How many ways can 8 persons be seated in a row?
there are no restrictions on the seating arrangement(answer is 8! = 40,320) , b.)
How many ways can a group of 8 persons arrange themselves in a row of 8 seats?
So there are a total of 1,440 arrangements. The same calculation works if A sits in seat 3, 4, 5, 6, or 7, so there are a total of 5×1440, or 7,200 arrangements. If A sits in seat 8, the calculation is the same as when A sits in seat 1, or 720 possible arrangements.
How many different ways can 8 guest speakers be seated on a stage?
We need to find how many ways 8 speakers be seated on stage. Therefore, 40320 ways can 8 speakers be seated on a stage.
How many can sit at a round table?
Seating Planner
| Seating Capacity for Tables | |
|---|---|
| Table Size | Number of People |
| 60 inch Round (5′) | Seats 8 – 10 Adults |
| 48 inch Round (4′) | Seats 6 – 8 Adults |
| 36 inch Round (3′) | Seats 3 – 5 Adults |
How many ways can 6 people sit around a circular table?
Now the remaining seats differ since a new person may sit to the right or left (clockwise/anticlockwise) of the first person, therefore there are 6! ways for 6 people to be situated around the table (with one place already taken by the first person). Therefore there are 1 × 6! ways for people to sit around a circular table.
How many ways can $6$ people arrange themselves to sit at table?
There are $6$ people, let’s call them – (a,b,c,d,e,f), to sit at a round table. The number of ways they can arrange themselves is $(6-1)! = 5! = 120$ ways. What is the probability that person ‘a’ will have person ‘b’ sat to his immediate left, and person ‘c’ sat to his immediate right? I’m confused on how to go about this. probabilitypermutations
How many possible combinations of seatings are there?
There are eight different people that we could put in the first seat, and then only seven to put in the second, six for the third and so on. This gives us the total number of possible combinations of seatings if we didn’t count seatings as the same if they differ only by a rotation. Call this number n .
How do I seat 7 people at a table with chairs?
Seating 7 people at a table where each seat is numbered, and seating 7 people at a table where the chairs are not numbered. When sitting at a table with chairs that are not numbered we will want to begin by placing the first person. At first you may think you have 7 places to seat him!