Answer:
positions could be filled so 14!= 87178291200 different positions.
Step-by-step explanation:
(The factorial of 14) this means we are multiplying 14 by 13 and 12… upto one in oder to find every possibility the positions
hence no. of ways 6227020800
given: 14 students arrange in 14 chairs
to find: no. of ways
solution: n objects can be arranged around a circle in (n-1)! ways
:. 14 students can be arranged in (14-1)! 13!
= 6227020800 ways
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Answers & Comments
Answer:
positions could be filled so 14!= 87178291200 different positions.
Step-by-step explanation:
(The factorial of 14) this means we are multiplying 14 by 13 and 12… upto one in oder to find every possibility the positions
Answer:
hence no. of ways 6227020800
Step-by-step explanation:
given: 14 students arrange in 14 chairs
to find: no. of ways
solution: n objects can be arranged around a circle in (n-1)! ways
:. 14 students can be arranged in (14-1)! 13!
= 6227020800 ways