Talk:Monty Hall problem

Monty Hall problem is a former featured article. Please see the links under Article milestones below for its original nomination page (for older articles, check the nomination archive) and why it was removed.

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50/50

Latest comment: 5 days ago1 comment1 person in discussion

Moved to Talk:Monty Hall problem/Arguments § 50/50

– TheGoatOfSparta (talk) 15:24, 4 December 2024 (UTC)Reply

Ignorant Monty / Monty Fall - current explanation is incomplete

Latest comment: 20 days ago1 comment1 person in discussion

The table currently describes "Ignorant Monty" solution as "switching wins 50%". However, in this variant, switching and staying are indifferent (when a goat has been revealed by chance by Ignorant Monty) and both in fact win 50%. Suggest that table be updated to state that "switching or staying both win 50%". This is given already in the citation for that Variant, if you read the second page of https://en.wikipedia.org/wiki/Monty_Hall_problem#CITEREFRosenthal2005a 2600:8801:17E2:0:30D0:6149:CBE5:D00B (talk) 17:15, 19 November 2024 (UTC)Reply

The completely unnecessary long-winded discussion mainly confuses readers

This article is much more confusing than enlightening.

Instead of straighforwardly explaining the problem and its correct solution, it goes into all manner of alternative theories.

Furthermore, the illustrated explanation contains statements "Probability = 1/6", "Probability = 1/3", "Probability = 1/3", "Probability = 1/6",

without ever stating what these numbers are the probabilities of.

That is very unclear writing.

I hope someone familiar with this subject will fix this.

It needs a better explanation

Latest comment: 1 day ago2 comments2 people in discussion

Gaining more knowledge change conditional probabilities.

P(Door 1 | Door 3 unknown) < P(Door 1 | Not Door 3)

01:10, 8 December 2024 (UTC) Tuntable (talk) 01:10, 8 December 2024 (UTC)Reply

What needs a better explanation is your post. E Eng 05:36, 8 December 2024 (UTC)Reply

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