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learned about this problem years ago in stats class and figured id post it and see what NTers thought about it . its called the Monte Hall Problembecause it was used on the 70s game show "Lets Make a Deal" and Monte Hall was the host . for those NTers who have seen this already and know theanswer don't reveal it ! anyway on to the problem :
there are 3 doors numbered 1 , 2 and 3 . behind one door is a brand new car and behind the other two is a bag of sand . without beingable to see what's behind the doors , you choose to pick one (let's say you pick door 1) . after you pick door 1 , Monte Hall opens door 3 and revealsa bag of sand behind it . after revealing that door 3 isnt the desired door for the car , he gives you the option to either stay with door 1 or switch to door2 before revealing which door has the car behind it . what should you do ?
ill post the answer later on ...
there are 3 doors numbered 1 , 2 and 3 . behind one door is a brand new car and behind the other two is a bag of sand . without beingable to see what's behind the doors , you choose to pick one (let's say you pick door 1) . after you pick door 1 , Monte Hall opens door 3 and revealsa bag of sand behind it . after revealing that door 3 isnt the desired door for the car , he gives you the option to either stay with door 1 or switch to door2 before revealing which door has the car behind it . what should you do ?
ill post the answer later on ...