Editing Talk:2379: Probability Comparisons

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XKCD comics are getting later and later in the (American) day. This one was posted Sunday the 1st, from the point of view of us Aussies. [[Special:Contributions/162.158.119.159|162.158.119.159]] 01:40, 1 November 2020 (UTC)
 
XKCD comics are getting later and later in the (American) day. This one was posted Sunday the 1st, from the point of view of us Aussies. [[Special:Contributions/162.158.119.159|162.158.119.159]] 01:40, 1 November 2020 (UTC)
 
This comic is how I found out I share a birthday with one of the Backstreet Boys (Nick Carter). Thanks, Randall. [[Special:Contributions/172.70.126.69|172.70.126.69]] 23:53, 27 July 2021 (UTC)
 
  
 
== 2/3 = both 66% and 67%? ==
 
== 2/3 = both 66% and 67%? ==
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== Let's talk M&Ms ==
 
== Let's talk M&Ms ==
  
I'm beginning to think Randall is nerd-sniping us, because none of the values for M&M colours seem to line up with his source. The easiest example to demonstrate is '77% : An M&M is not blue'. ''Nowhere in the article is there a value which rounds to 23% for blue M&Ms.'' Most of the other calculations also seem to have small-scale differences, and a few have differences so big only using the 95% confidence interval values help. Can anybody figure out his line of reasoning with this? [[User:BlackHat|BlackHat]] ([[User talk:BlackHat|talk]]) 19:12, 1 November 2020 (UTC)
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I'm beginning to think Randall is nerd-sniping us, because none of the values for M&M colours seem to line up with his source. The easiest example to demonstrate is '77% : An M&M is not blue'. '''Nowhere in the article is there a value which rounds to 23% for blue M&Ms.''' Most of the other calculations also seem to have small-scale differences, and a few have differences so big only using the 95% confidence interval values help. Can anybody figure out his line of reasoning with this? [[User:BlackHat|BlackHat]] ([[User talk:BlackHat|talk]]) 19:12, 1 November 2020 (UTC)
 
:You have to remember that 87% of all stats are made up. [[User:SDSpivey|SDSpivey]] ([[User talk:SDSpivey|talk]]) 21:24, 1 November 2020 (UTC)
 
:You have to remember that 87% of all stats are made up. [[User:SDSpivey|SDSpivey]] ([[User talk:SDSpivey|talk]]) 21:24, 1 November 2020 (UTC)
 
:The source in question does show about 23% for blue M&Ms. In 2008: 24%. In 2017, Cleveland plant: 20.7%, Hackettstown plant: 25% (average 22.85%, assuming both factories produce the same volume).[[Special:Contributions/108.162.229.54|108.162.229.54]] 13:55, 2 November 2020 (UTC)
 
:The source in question does show about 23% for blue M&Ms. In 2008: 24%. In 2017, Cleveland plant: 20.7%, Hackettstown plant: 25% (average 22.85%, assuming both factories produce the same volume).[[Special:Contributions/108.162.229.54|108.162.229.54]] 13:55, 2 November 2020 (UTC)
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Hi! Would it be possible to add an explanation as to what a free throw is, for the benefit of those of us who know nothing about basketball? Thanks! [[Special:Contributions/162.158.158.183|162.158.158.183]] 13:03, 2 November 2020 (UTC)
 
Hi! Would it be possible to add an explanation as to what a free throw is, for the benefit of those of us who know nothing about basketball? Thanks! [[Special:Contributions/162.158.158.183|162.158.158.183]] 13:03, 2 November 2020 (UTC)
 
Sure: when one of a number of transgressions of the rules occurs (a "foul"), depending on about 17 other variables, the player who was fouled is allowed to stand at a special line called the "Free-throw line" and take either one, two or three shots at the basket without anyone guarding him.  Free throws only count one point, as opposed to baskets made during play which are 2 points (or 3 points outside yet another circular arc some distance from the goal).
 
Sure: when one of a number of transgressions of the rules occurs (a "foul"), depending on about 17 other variables, the player who was fouled is allowed to stand at a special line called the "Free-throw line" and take either one, two or three shots at the basket without anyone guarding him.  Free throws only count one point, as opposed to baskets made during play which are 2 points (or 3 points outside yet another circular arc some distance from the goal).
:Thanks. Would it be possible to include that in the main explanation text, or at least include a wikilink to an explanation?  Not everyone who reads xkcd will know what one is. [[Special:Contributions/162.158.159.46|162.158.159.46]] 12:36, 9 November 2020 (UTC)
 
  
 
== Share a birthday with two US Senators ==
 
== Share a birthday with two US Senators ==
 
Fairly certain this calculation is wrong.  It assumes that births are divided evenly across the dates of the year, but some birth dates are more common than others. [[Special:Contributions/162.158.134.84|162.158.134.84]] 20:59, 2 November 2020 (UTC)
 
Fairly certain this calculation is wrong.  It assumes that births are divided evenly across the dates of the year, but some birth dates are more common than others. [[Special:Contributions/162.158.134.84|162.158.134.84]] 20:59, 2 November 2020 (UTC)
 
:Are you referring to the fact that Feb 29 is far less common than other birthdays? Or the fact that December 25th is noticeably less common (with a similar albeit smaller uptick on Dec. 26) https://www.panix.com/~murphy/bday.html (a study of ~400,000 birth dates) and my own personal investigation using a dataset of a half million college applicants show that the distribution of birthdates is very close to the expected value that statistics would predict, with the glaring exception of Dec. 25 and 26.  For the single-digit accuracy that Randal is using (rounding 2/3 to be 67% for example) the distribution of birthdays is close enough to flat for the computed value to be valid.[[Special:Contributions/162.158.79.87|162.158.79.87]] 05:15, 4 November 2020 (UTC)
 
:Are you referring to the fact that Feb 29 is far less common than other birthdays? Or the fact that December 25th is noticeably less common (with a similar albeit smaller uptick on Dec. 26) https://www.panix.com/~murphy/bday.html (a study of ~400,000 birth dates) and my own personal investigation using a dataset of a half million college applicants show that the distribution of birthdates is very close to the expected value that statistics would predict, with the glaring exception of Dec. 25 and 26.  For the single-digit accuracy that Randal is using (rounding 2/3 to be 67% for example) the distribution of birthdays is close enough to flat for the computed value to be valid.[[Special:Contributions/162.158.79.87|162.158.79.87]] 05:15, 4 November 2020 (UTC)

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