A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?
Is the answer is $1$ if $n = 0?$
A game has to be made from marbles of n colors, where n marbles has to be kept one upon another. In how many ways these marbles can be arranged?
Is the answer is $1$ if $n = 0?$
Yes, there is one arrangement of no things. Sometimes it is a special case if you are making a recurrence relation, but often not.