Find the number of ways of disturbing `n` identicalobjects among `n` persons if at least `n-3` persons get none of these objects.

Find the number of ways to distribute 15 identical things among four persons if each gets at least two things.

The number of ways of distributing 12 different objects among three person such that one particular person is always getting 6 objects and the remaining two persons are getting three objects each is

If the number of ways in which n different things can be distributed among n persons so that at leastone person does not get any thing is 232. Then n is equal to

Statement-1: The number of non-negative integral solutions of x+y+z=40" is """^(43)C_(3) . Statement-2: The number of ways of distributing n identical items among r persons giving zero or more items to a person is ""^(n+r-1)C_(r-1)

Find the number of ways in which 13 identical apples can be distributed among 3 persons so that no two persons receive equal number of apples and each can receive any number of apples.

Number of ways in which 25 identical things be distributed among five persons if each gets odd number of things is