Berger's permutation principles of divisibility


  • 1.) [Bergers] First Permutation Principle of [Divisibility] states that all permutations greater than 3! are evenly [divisible] by 6.
    2.) Bergers Second Permutation Principle of Divisibility states that all permutations greater than 4! are evenly divisible by 12.
    The ! is mathematically denoted as factorial.


    Berger's permutation principles of divisibility meaning & definition 1 of Berger's permutation principles of divisibility.

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