The number 24 is a multiple of 6, and its reversal, 42, is also a multiple of 6.
What is the probability that the reversal of any randomly-chosen multiple of 6 is also a multiple of 6?
(In reply to
Benford's Law by Steve Herman)
And yet a program checking every 6th number from 0 to 10^8 shows very close to 4/9.
Maybe it is because Benford's Law is related to randomly chosen real world data rather than selecting randomly from all possible numbers from a to b.
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Posted by Larry
on 2024-02-22 13:51:59 |