How many different words can be formed using all the letters of the word
I tried answering this problem and came up with the formula $n!/a!b!c!$ where $n$ in this case is 10-because it is the number of letters in the word.
O and in this case the letter
O is repeated 3 times so $a=3$.
G and in this case the letter
G is repeated 2 times.
and $c!$ is the other letters which are not repeated.
So the answer that i got is 302,400
Am I correct?