The paradox of Monty Hall, is a famous problem of probability that started from the well-known game show 'Let's make a deal' or for those who remember in Greece the respective ' grand bargain '. It is very interesting and clever, but he wants particular attention in order to understand.

14 Comments

1. tensor says:

   25/03/2012 at 17:40

   @Crisnthos
   A simple way to convince yourself is to play this game with another no diakosiaria times. You'll find that if every time you change your initial selection, in the end you have achieved award approximately 66% of cases

   

   

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2. Chrsanthos says:

   19/03/2012 at 02:30

   http://www.greektube.org/content/view/121846/2/

   Oriste mia la8os antimetopisi se ena provlima pu odigi se ili8ia simperasmata.. To enlogo provlima me tin portes apla ine ena logiko provlima.

   

   

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   • admin says:

     19/03/2012 at 02:45

     Let me ask you something; How old are you;

     

     

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     • Chrsanthos says:

       19/03/2012 at 10:40

       I erotisi su ine asxeti me to 8ema!
       O 3.20 parusiastis anigi mia porta. Otan gini afto pavi na iparxi to 66% na exis dialeksi mia katsika.
       Exis tris agnostus stin arxi, Ara na epileksis pi8anotita 33% 66% ke ena apo treated air apo AFTU.
       NATO the enas agnostos apokalifti, Tote to chance allazi. Den existing agnostus dio wing dio! Ara exis chance 50 % 50 %
       DEN EXHUME KAPIA NEA PLIROFORIA ara den exhume kanena parapano chance! The pu parusiazete pio tropes to lan8asmenos ine provlima cloth.

       3.30 des to la8os eki, pu o tipos pu kani to video epimeni sto 66% chance na exis epileksi katsika. Oxy , den efsta8i afto , afu pleo exi apokalipsi gini tis mias katsikas!

       

       

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       • admin says:

         19/03/2012 at 11:22

         It's very relevant question to ask you, To determine your level in mathematics. If you have not been taught basic concepts of mathematics or probability, you will not be able to understand.

         

         

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       • admin says:

         19/03/2012 at 11:26

         Make no mistake. The chance to have chosen goat is 66%. From the beginning he means. Before I reveal anything.

         

         

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       • Nikos Panagos says:

         19/03/2012 at 12:18

         @Chrsanthos Ñå filaraki Asto the parata. This problem has become wrologia in course of statistics of universities and trying to prove that is not valid. First learn spelling and then will go and in mathematics. Slowly. Little are you still.

         

         

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         • Crisnthos says:

           20/03/2012 at 00:43

           okay ixa la8os. http://www.youtube.com/watch?v=o_djTy3G0pg&feature=related

           

           

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3. Chrsanthos says:

   19/03/2012 at 02:23

   50 50 ine. O tropo pu antimetopizete to provlima ine o lan8asmenos./
   Exume 3s doors, now third pi8anotites, break? La8os
   Otan gnorizume ti exi mesa i mia porta usiastika den ine 1/3 i pi8anotites alla 1/2. Do not astika I niparkti the Mac triti Porta di giana I eki miurga mperdema. Adu den exume kanena allo stixio gia tis portes 1 ke 2 pu mas menun , ite epileksame proigumenos mia ite oxi den exi simasia afu pali i pi8anotites ine 1/2,
   Den xero pgi me Phd exun analisi afto to provlima, alla 8eoro gelia tin antimetopisi tus ke amfivalo pos piran afta ta Phd.

   

   

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   • admin says:

     19/03/2012 at 02:37

     Basically nonsensical ones say. Read again the link that I sent

     

     

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4. Chrsanthos says:

   19/03/2012 at 00:21

   Ine la8os prosegkisi tu provlimatos pedia! Ine koroidia oti afksanis tis pi8anotites su. Stin pragmatikotita ine 50 50 to chance.

   

   

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   • admin says:

     19/03/2012 at 01:47

     There are 50/50 or spoof. And do not say I, but it has been proven over many years. You can read details here: http://en.wikipedia.org/wiki/Monty_Hall_problem

     

     

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5. paparies says:

   17/03/2012 at 00:11

   MALAKIES AMERIKANIKES…GIA TO POYTSO ENTELOS!!!

   

   

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   • GusGee says:

     17/03/2012 at 01:46

     Firstly it is not American, is Australian. And secondly, you are on the penis that does not see Christ.

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