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To: stars & stripes forever; ransomnote; Steven W.; greeneyes; TEXOKIE; txhurl; saywhatagain; ...

Woot! New Q! #2537

Dec 3 2018 12:42:42 (EST)
Odds of a State Funeral on D5?
How many coincidences before mathematically impossible?
68–95–99.7 rule
Q


1,005 posted on 12/03/2018 9:47:10 AM PST by generally ( Don't be stupid. We have politicians for that.)
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To: JockoManning

I hope you placed your bet, because here it is!

:-)


1,006 posted on 12/03/2018 9:47:46 AM PST by generally ( Don't be stupid. We have politicians for that.)
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To: ransomnote; Steven W.; greeneyes; TEXOKIE; txhurl; saywhatagain; Swordmaker; MNDude; ptsal; ...

For those who aren’t aware, 68-95-99.7 refers to standard deviations in a normal distribution (Bell Curve).

68% of things are in the 1st standard deviation, 95% within the second, and 99.7% within the third.

It’s not clear to me how this directly relates to the odds of a state funeral on D5, other than both are dealing with probability. I’m not sure how I’d connect a distribution of funeral dates or to a normal distribution. I’d kind of expect funeral dates to be distributed approximately on uniform distribution (but with some gaps for dates like Christmas when almost no one would schedule a funeral).


1,012 posted on 12/03/2018 9:55:36 AM PST by generally ( Don't be stupid. We have politicians for that.)
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To: generally
68-95-99.7 rule

I see Q knows standard deviations.

1,149 posted on 12/03/2018 12:22:27 PM PST by grey_whiskers (The opinions are solely those of the author and are subject to change without notice.)
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