Correct Answer - Option 2 : 15625
Given:
6 distinct balls can be put in 5 distinct boxes.
Calculation:
The number of ways of in n distinct objects can be put into identical boxes, so that neither one of them remains empty.
Since both the boxes and the balls are different , we can choose any box , and every choice is different at any time.
The first ball can be placed in any of the 5 boxes . Similarly , the other balls can be placed in any of the 5 boxes.
The number of ways = 56 = 15625
∴ The number of ways is 15625.
