Would you switch?

Would you switch doors?

  • Keep your original choose

    Votes: 4 33.3%
  • Switch your choose to the other unopened door

    Votes: 8 66.7%

  • Total voters
    12
  • Poll closed .
I think the biggest mind-blow with this paradox is that there seems to be nothing "special" about the other door when you switch. How is there something unique about that door that gives it better odds than the first door? It's special just because it's the one you didn't choose the first time? I find that quite weird. And yet the mathematics say it must be so.
 
Quote from Bolts:
I think the biggest mind-blow with this paradox is that there seems to be nothing "special" about the other door when you switch. How is there something unique about that door that gives it better odds than the first door? It's special just because it's the one you didn't choose the first time? I find that quite weird. And yet the mathematics say it must be so.

An even stranger thing is if a new player (who has not observe anything) joins in when there are only 2 doors left, all he needs to do is to bet that the first player is a loser and he gets an edge...(turns probability from 1/2 to 2/3) :p
 
Quote from virtualmoney:

An even stranger thing is if a new player (who has not observe anything) joins in when there are only 2 doors left, all he needs to do is to bet that the first player is a loser and he gets an edge...(turns probability from 1/2 to 2/3) :p

You have a good mind. Use it to your own benefit only. I hope you got the message.
 
Quote from Bolts:

I don't get where the "3" comes from.

You choose door #1...

Once a goat has been revealed behind door #2, there are only two possibilities. car,goat,goat or goat,goat,car.

If the goat is revealed behind door #3, again there are only two possibilities. car,goat,goat or goat,car,goat.


There are 2 goats and 1 car. So you can pick either of 2 goats behind door #1 wrong ( 2/3 ) and still win the car by switching ( 2/3 * 1/2). If you don't switch you have to pick car in your first choice correctly (1/3) to win (1/3 * 1/2).
 
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