How Triple Powers of Integers Begin and End
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A googol is , and a googolplex is .[more]
What is ? With base 10 logarithms, the length of this enormous number can be calculated: . Rounding up the part before the decimal point gives the length as 2185 digits. Let the part after the decimal point be , then the digits of give the start of the enormous number, 1911….
With modulus methods, the ends of huge numbers can also be calculated. This Demonstration uses both logs and modulus methods to give glimpses at enormous numbers bigger than a googolplex.[less]
Contributed by: Ed Pegg Jr (June 2013)
Open content licensed under CC BY-NC-SA