The number of ways in which 5 different books can be distributed among 10 people if each person can receive atmost 1 book

The number of ways in which 6 different books can be distributed among 5 students is

The number of ways in which 5 different prizes can be distributed amongst 4 persons if each is entitled to receive at most 4 prizes is:

The number of ways in which 5 different prizes can be distributed amongst 4 persons if each is entitled to receive at most 4 prizes is:

Find the number of ways in which 5 different books can be arranged on a shelf.

The number of ways in which five different books to be distributed among 3 persons so that each person gets atleast one book is also equal to the number of ways in which

The number of ways in which five different books to be distributed among 3 persons so that each person gets atleast one book is also equal to the number of ways in which

Find the number of ways in which n different prizes can be distributed among m(

The number of ways in which five different books to be distributed among 3 persons so that each person gets at least one book, is equal to the number of ways in which

Find the number of ways in which n different prizes can be distributed among m(< n) persons if each is entitled to receive at most n-1 prizes.

Find the number of ways in which n different prizes can be distributed among m(< n) persons if each is entitled to receive at most n-1 prizes.