Six different balls are put in three different boxes, no box being empty. The probability of putting balls in the boxes in equal numbers is

Statement -1 : Six different balls are put in three different boxes, no box being empty, the probability of putting balls in boxes in equal numbers is 1/6 Statement-2 : Six letters are posted in 3 letter boxes. The probability that no letter box remains empty is 20/27

Statement -1 : Six different balls are put in three different boxes, no box being empty, the probability of putting balls in boxes in equal numbers is 1/6 Statement-2 : Six letters are posted in 3 letter boxes. The probability that no letter box remains empty is 20/27

12 balls are kept in 3 different boxes, then the probability that the box will contain 3 balls is -

The number of ways of distributing 7 different balls into 5 different boxes.So that no box is empty and order of putting the balls in the boxes is considered is 15n. The value of n is

5 different balls are placed in 5 different boxes randomly. Find the probability that exactly two boxes remain empty. Given each box can hold any number of balls.

5 different balls are placed in 5 different boxes randomly. Find the probability that exactly two boxes remain empty. Given each box can hold any number of balls.

5 different balls are placed in 5 different boxes randomly. Find the probability that exactly two boxes remain empty. Given each box can hold any number of balls.

In how many ways 10 different balls can be put in 2 difference boxes ?

In how many ways 10 different balls can be put in 2 difference boxes ?