Find the number of ways in which 8 non-identical apples can be distributed among 3 boys such that every boy should get at least 1 apple and at most 4 apples.

The number of ways in which 8 distinguishable apples can be distributed among 3 boys such that every boy should get atleast 1 apple delta atmost 4 apples is KP(7,3), where K has the value equal to

The number of ways in which 8 distinguishable apples can be distributed among 3 boys such that every boy should get atleast 1 apple & atmost 4 apples is K. ""^(7)P_(3) where K has the value equal to

The number of ways in which 8 distinguishable apples can be distributed among 3 boys such that every boy should get atleast 1 apple & atmost 4 apples is K P(7,3) , where K has the value equal to

The total number of ways in which 11 identical apples can be distributed among 6 children such that every student gets atleast one apple,is

The total number of ways in which 11 identical apples can be distributed among 6 children such that every student gets atleast one apple,is

The number of ways in which 10 identical apples can be distributed among 6 children so that each child receives atleast one apple is :

The number of ways in which 21 identical apples to be distributed into 3 chilred in such a way that each children get at least 2 apples is

The number of ways in which thirty five apples can be distributed among 3 boys so that each can have any number of apples,is:

The number of ways in which thirty five apples can be distributed among 3 boys so that each can have any number of apples, is :

The number of ways in which 15 identical toys can be distributed among 3 children so that each of them gets at least two toys is equal to