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Maths/Stats challenge - 1 of 2 - polls
05-23-2022, 02:23 PM
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RE: Maths/Stats challenge - 1 of 2 - polls
(05-23-2022 11:01 AM)EdS2 Wrote:  Here's a challenge. I think it's a bit like finding fractional approximations to arbitrary numbers, but different.
Given a poll result, come up with a series of ever-better approximations of how many votes might have been cast.

My guess is that Euclidean method applied to 10^n upscaled percentages (to remove fractions) and sum over normalized is one possible step to get an answer, but for ever-better approximations?

- Rob

"I count on old friends to remain rational"
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RE: Maths/Stats challenge - 1 of 2 - polls - robve - 05-23-2022 02:23 PM



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