# Permutations calculator

This online calculator generates all permutations for the specified set of elements. Note that the total number of permutations is the factorial of the number of elements in the set - for a large number of elements, the calculation will take a significant amount of time.

### This page exists due to the efforts of the following people:

#### Timur

Created: 2022-08-13 13:46:13, Last updated: 2022-08-13 13:46:13

This content is licensed under Creative Commons Attribution/Share-Alike License 3.0 (Unported). That means you may freely redistribute or modify this content under the same license conditions and must attribute the original author by placing a hyperlink from your site to this work https://planetcalc.com/8524/. Also, please do not modify any references to the original work (if any) contained in this content.

The calculator below generates all permutations for a given set of n elements. A permutation in combinatorics is an arrangement of set's members into a sequence or linear order without repetition. For example, for a set consisting of 3 elements - A, B, and C, one of the permutations will be the sequence CBA.

The number of all permutations for a set of n elements is n! (factorial of n):
$P_n = n!$
So the number of all permutations for the default data below - a set of five elements {A, B, C, D, E} - is 120 (five factorial).

Specify a set of elements in the calculator below and it will generate all permutations for that set. You can read more about permutations, as well as partial permutations and combinations at Combinatorics – combinations, arrangements and permutations.

#### Set

Value
Items per page:

The file is very large. Browser slowdown may occur during loading and creation.

URL copied to clipboard
PLANETCALC, Permutations calculator