![]() 01/13/2016 at 17:50 • Filed to: None | ![]() | ![]() |
Acording to 538 there is upwards of a 97% chance that at least one person has a winning ticket. They also estimate that just over 1 billion tickets are going to be sold by the drawing... !!!error: Indecipherable SUB-paragraph formatting!!!
Also, that winner is clearly that going to be me.
![]() 01/13/2016 at 17:53 |
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And that means clearly you are buying us all new Ferraris when you do, right? Right?
![]() 01/13/2016 at 17:56 |
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![]() 01/13/2016 at 18:01 |
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Did you buy tickets? My mother gave me money to buy 3.
![]() 01/13/2016 at 18:03 |
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Can someone explain this to me?
An MSN article said that there’s a 15% chance that nobody will pick the right numbers. But the odds are 1:292,201,338. Which means that if every random combination of numbers is picked, and if over a billion tickets are sold, there would be at least 3-4 winners. But...that’s not the right logic in statistics terms apparently.
Statistics confuses me.
![]() 01/13/2016 at 18:07 |
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Personally, I’d trust 538 here. They’re known for putting some real quality articles out there.
![]() 01/13/2016 at 18:07 |
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Yeah, its worth the cost to day dream all day.
![]() 01/13/2016 at 18:08 |
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Is it really 1-4 now? Huh...
![]() 01/13/2016 at 18:14 |
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You aren’t accounting for overlapping numbers.
Not every ticket is unique. So it’s possible that there are over a billion tickets but not every unique ticket combination.
![]() 01/13/2016 at 18:15 |
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Except not every possible combination is necessarily picked. Also you factor in that previous drawing did not have winners so the odds increase that eventually there will be a winner. Yes if every single possibility was picked it would be guaranteed that someone is a winner, but since many combinations go unpicked, and many choices are picked by multiple people they have to say what are the odds that it is a picked combination. For example many people pick 1, 2, 3, 4, 5, 6 as their numbers because statistically it has as much odds as any other set of numbers. Yet its very unlikely anyone picks 23, 24, 25, 26, 27, 28.
![]() 01/13/2016 at 18:17 |
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I’d assume: (292,201,337/292,201,338)^(1,008,000,000) which is about 3.2%. This is the chance of every person not having a winning ticket. [Note that this assume a very high level of independence and some extrapolation.].
![]() 01/13/2016 at 19:02 |
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Yep. 538 knows their shit...pretty sure everyone that works there is a genius statistician.
![]() 01/13/2016 at 19:56 |
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Some real optimism in both cases there.