In the following situation, determine whether you are asked to determine the number of permutations or combinations. Then do the calculation. How many ways are there to distribute 8 different books among 21 children if no child gets more than one book?

Respuesta :

Permutation is when the order of arrangement matters
Combination is when the order of arrangement does not matter

Distributing 8 different books among 21 children is a combination because the order of arrangement does not matter

The questions is 'how many ways to  pick 8 from 21'

[tex] \frac{21!}{(21-8)!8!}= 203490 [/tex] ways of distributing 8 books among 21 children

Answer:

BBB

Step-by-step explanation: