A boy has a box of 100 chocolates. He drops the box and all the chocolates are out of the box. If he puts all of them back in the box, what is the probability that no chocolate is in its original place ie. before it was dropped?

If \(P\) denotes this probability, submit your answer as \(\dfrac 1P \) to 3 decimal places.

×

Problem Loading...

Note Loading...

Set Loading...