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Sorry, I meant 2/3rds. (nm)
Posted on: October 2, 2017 at 13:30:58 CT
JeffB
MU
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MESSAGE THREAD
'The World's Smartest Woman' slammed for thinking
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JeffB
MU
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10/2 12:15:52
I almost fell for this again. But it is the Monte Hall
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DHighlander
NWMSU
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10/2 13:15:03
No. It's a slight variation of the Monte Hall question.
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JeffB
MU
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10/2 13:28:15
The only variation is that they are not offering you a
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DHighlander
NWMSU
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10/2 13:40:35
Here's the mathematical equation...
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JeffB
MU
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10/2 13:45:16
Wrong board (nm)
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pickle
MU
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10/2 12:42:24
Quit thinking like a woman, hypocrite.
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JeffB
MU
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10/2 12:51:16
Wrong board (nm)
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pickle
MU
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10/2 13:05:52
75%
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Uncle Fester
USMC
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10/2 12:20:51
50%
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MizzouTigerz
MU
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10/2 12:18:39
How did you arrive at that figure? (nm)
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JeffB
MU
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10/2 12:21:25
There are only two with a gold coin, it's one of the two.
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MizzouTigerz
MU
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10/2 12:23:35
The key is that you already drew a gold coin(nm)
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tigerNkc
MU
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10/2 12:25:04
would still be the same if the first coin was silver
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Silas
MU
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10/2 12:29:57
Here's a visualization...
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JeffB
MU
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10/2 12:47:28
Focus on the question asked
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Silas
MU
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10/2 12:51:19
No. You are focusing on the wrong thing, as liberals are
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JeffB
MU
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10/2 12:53:03
no.
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Silas
MU
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10/2 12:55:36
Read the article if you can't understand it from my
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JeffB
MU
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10/2 12:58:31
you F’d up your question
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Silas
MU
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10/2 13:01:21
They are both based upon the same principle. The one who
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JeffB
MU
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10/2 13:05:02
RE: They are both based upon the same principle. The one who
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Silas
MU
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10/2 13:11:05
'Look back at the question asked.'
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JeffB
MU
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10/2 13:19:03
The only way to have a second gold coin in the box is
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DHighlander
NWMSU
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10/2 13:36:56
No, the parodox answer is 67%
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Silas
MU
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10/2 13:26:13
This is the inverse of the paradox problem. That means
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DHighlander
NWMSU
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10/2 13:41:51
Sorry, I meant 2/3rds. (nm)
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JeffB
MU
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10/2 13:30:58
I took boxes left not same box.
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MizzouTigerz
MU
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10/2 12:45:44
Not true.
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MizzouTigerz
MU
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10/2 12:42:50
Okay, You're right.
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MizzouTigerz
MU
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10/2 12:47:48
No. Assuming you’re picking from the same box
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Silas
MU
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10/2 12:45:04