If the question was to find the number of ways of making six people sit on six chairs, the answer would have been 6! which is equal to 6x5x4x3x2x1=720.
How many ways can 6 people sit in 6 chairs?
Answer and Explanation: There are 720 ways to seat 6 people in a row.
How many ways can you arrange 6 chairs?
In how many ways we can put them in a line? -The answer is 720, because 6! =720. We want to put them in circle with 6 seats.
How many ways can you arrange 6 people at a table?
=720 ways to arrange six girls around the table.How many ways can 6 people sit around a round table while two of them can not sit next to each other?
Suppose the 2 people are together – you are to arrange 6 ‘units’ around the table. This can be done in [6 – 1]! = 120 ways. As the two person A and B can be arranged as AB or BA, total number of arrangements with the two persons next to each other is 2 x 120 = 240 ways.
How many ways can 6 persons be seated in 4 chairs?
Solution : 1st person can be seated in 6 ways , 2nd person in 5 ways, 3rd person in 4 ways and 4th person in 3 ways. Required number of ways =(6×5×4×3)=360.
How many ways can 4 people sit at a table with 6 chairs?
Hence the number of ways 4 people be seated in a row containing 6 seats is 360.
How many ways can 6 friends sit at a round table?
. So, the answer is (6 – 1)! = 5! = 120.How many ways can 6 people sit at round table?
Example 1 In how many ways can 6 people be seated at a round table? Solution As discussed in the lesson, the number of ways will be (6 – 1)!, or 120.
How many ways can 6 boys and 6 girls be seated at a round table of 4 particular girls must sit together?The next of the four has 7 places to sit, the next has 6, and the last has 5. So that’s 7!* 8*7*6*5=5040*1680=8,467,200 total possible arrangements.
Article first time published onHow many ways can 6 boys and 6 girls be seated at a round table if the girls and the boys are to occupy alternate seats?
The final answer will be: Number of ways to seat all 6 boys and 6 girls – Number of ways to seat all when 4 particular girls must not sit together. Number of ways to seat all 6 boys and 6 girls = (6 + 6 – 1)! = 11!
How many ways can six people be seated in six seats if the first seat is always occupied by the same person?
720 ways. Basically, the first kid has 6 seats to choose from, then the second kid has 5 to choose from (since the first kid is sitting in one), etc. So 6*5*4*3*2*1=6!= 720.
How many person can sit around when 6 square tables are lined together?
6-8 people can fit at a 6′ table. If you seat 8, the people on the end will not be able to slide their chairs under the table. If you have formal place settings, you definitely can’t fit more than 6.
How many ways can 4 people occupy 6 vacant chairs?
6 vacant chains can be occupied by 4 people in 6p4 ways = 6 × 5 × 4 × 3 = 360 ways.
How many ways can you line up a family of 6 for a picture?
Hence, the answer is 6! = 720 ways.
How many ways can 8 students sit around a circular table?
So the answer is that there are 5,040 possible permutations of 8 people around a circular table.
How many can sit at a round table?
Seating Capacity for TablesTable SizeNumber of People60 inch Round (5′)Seats 8 – 10 Adults48 inch Round (4′)Seats 6 – 8 Adults36 inch Round (3′)Seats 3 – 5 Adults
How many ways can 4 people sit at a circular dining table?
So the answer is 144.
How many ways can 6 boys?
In how many ways can 6 boys and 5 girls can be seated at a round table if no two girls are together? There will be 6 places between these boys. =86400.
How many permutations of 6 boys and 5 girls are there so that boys are not adjacent to boys and girls are not adjacent to girls?
Thus the required answer is, there are 86,400 ways for 6 boys and 5 girls to be arranged such that no two girls are together and no 2 boys are together.
How many ways 8 persons can seat around a circular table facing the Centre such that 3 particular persons are always together?
How many ways 8 persons be seated around a circular table facing the center such that 3 particular persons are always together? entities. So these can be arranged across a circular table in (6−1)! =5!
What is the number of ways of filling a row of 6 seats with a group of 10 persons?
10 students can be arranged in a row in 10! ways. this is because each student can be seated in any of the 10 seats. There could be 3628800 possible arrangements.
How many different ways can 9 friends sit in a row of seats?
5040 configurations, now we multiply this with this 16 choices from above and get they can sit in 80640 ways.
