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factorial of n (written n!) is the product of every whole number from 1 up to n. This calculator returns the exact value using arbitrary-precision integers, the number of digits in that value, and an approximate mantissa × power-of-ten form for readability. This calculator returns the exact value using arbitrary-precision integers, the number of digits in that value, and an approximate mantissa × power-of-ten form for readability. By definition 0! = 1 and 1! = 1, since there is exactly one way to arrange an empty or single-item set. By definition 100! = 1FactorialsFactorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are a function of the number of ordering arrangements in a set.Factorials are