Letter Arrangements in a Word Calculator
Enter Word
Find unique arrangements for
Calculate Number of Arrangements
| Arrangements = | M! |
| N1!N2!...NM! |
where M = letters in the word
and each Ni = dup letter occurrences
Calculate M
M = letters in the word
M = 0
Determine Duplicate Letters:
Plug in Values for Arrangements:
| Arrangements = | M! |
| Arrangements = | 0! |
Calculate 0!
0! =
0! = 1
Plug in values and simply
| Arrangements = | 1 |
Final Answer
Arrangements = 1
You have 1 free calculations remaining
What is the Answer?
Arrangements = 1
How does the Letter Arrangements in a Word Calculator work?
Free Letter Arrangements in a Word Calculator - Given a word, this determines the number of unique arrangements of letters in the word.
This calculator has 1 input.
What 1 formula is used for the Letter Arrangements in a Word Calculator?
Arrangements = M!/N1!N2!...NM!For more math formulas, check out our Formula Dossier
What 3 concepts are covered in the Letter Arrangements in a Word Calculator?
factorialThe product of an integer and all the integers below itletter arrangements in a wordpermutationa way in which a set or number of things can be ordered or arranged.nPr = n!/(n - r)!
Example calculations for the Letter Arrangements in a Word Calculator
Letter Arrangements in a Word Calculator Video
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Update: 2024-05-24