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God Alone.com Advocating the worship of God Alone

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Permutation is the rearranging in a orderly fashion objects or values. Mathematically it defines an operation which arranges a number of objects i.e. digits in a specific order.

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For 3 distinct digits1,2,3 we can apply the permutation group operator to generate 6 distanced 3 digit numbers 1.123 2.132 3.213 4.231 5.312 6.321

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Permutation is the rearranging in a orderly fashion objects or values. Mathematically it defines an operation which arranges a number of objects i.e. digits in a specific order.

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Depending on the number of distinct objects the number of permutation group elements vary. For Example, For the 3 distinct objects we can generate 6 group elements and for 4 distinct objects we can generate 24 group elements Number of group elements= N! Where the ! Means N factorial, i.e., N! = 1x2x3x4x….x N

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Permutations and Combinations. 2 In this section, techniques will be introduced for counting the unordered selections of distinct objects and the ordered.

Permutations and Combinations. 2 In this section, techniques will be introduced for counting the unordered selections of distinct objects and the ordered.

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