Answer:
Explanation:
The number of ways to arrange a word with
distinct digits is each to
. Since there are 10 letters, there are
permutations initially formed.
However, there is one letter that is repeated, S. We need to account for that fact that switching the placement of the S's does not change the word, as they still appear the same. Therefore, divide
by the number of ways you can arrange the 2 S's, which is simply
. Therefore, our answer is: