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  1. There are 24 blue marbles of 100. What is the probability of drawing 25 blue marbles out of 60 tries? I believe the answer should be .0011. I am blanking on how to actually get to this. There is replacement after each pull.

    Sorry no stakes. Do it out of the kindness of your cold black heart.
  2. This is easy! There is a 0% chance of drawing 25 blue marbles out of 60 tries when there are 24 blue marbles out of 100.

    Easy game
  3.  
    Originally Posted by 13Jayhawk13 View Post

    This is easy! There is a 0% chance of drawing 25 blue marbles out of 60 tries when there are 24 blue marbles out of 100.

    Easy game

    LOL- there is a replacement after every pull
  4.  
    Originally Posted by kidCRUNK View Post


    There are 24 blue marbles of 100. What is the probability of drawing 25 blue marbles out of 60 tries? I believe the answer should be .0011. I am blanking on how to actually get to this. There is replacement after each pull.

    Sorry no stakes. Do it out of the kindness of your cold black heart.

  5. Who's buried in Grant's tomb?
  6. A or D?
     
  7.  
    Originally Posted by kidCRUNK View Post


    There are 24 blue marbles of 100. What is the probability of drawing 25 blue marbles out of 60 tries? I believe the answer should be .0011. I am blanking on how to actually get to this. There is replacement after each pull.

    Sorry no stakes. Do it out of the kindness of your cold black heart.

    it's <span>(60! / (25! * 35!)) * ((.24 ** 25) * (.76 ** 35))</span>
     
  8. 10%

    What's in it for you?
  9.  
    Originally Posted by 13Jayhawk13 View Post

    This is easy! There is a 0% chance of drawing 25 blue marbles out of 60 tries when there are 24 blue marbles out of 100.

    Easy game

    with replacement...
  10. ask o'malley, she'll know
     
  11.  
    Originally Posted by 13Jayhawk13 View Post

    Who's buried in Grant's tomb?

    His wife.
  12. wtf...why did you post this twice? I answered you here

    http://www.pocketfives.com/poker-for...689503#4689503
  13.  
    Originally Posted by K1d_Gr1nD View Post

    with replacement...

    Still 0%. They replace them with red marbles instead
  14.  
    Originally Posted by skankmofo View Post

    wtf...why did you post this twice? I answered you here

    http://www.pocketfives.com/poker-for...689503#4689503

    Maybe it still wasn't obvious to him. Hopefully my answer above shed a little more light on it. To elaborate for OP just a bit more, you need to find the number of ways to get exactly 25 blue marbles out of 60 "pulls", which is C(60, 25) [http://en.wikipedia.org/wiki/Combination]. Then you need to multiply that by the probability which is the (.24 ^ 25) * (.76 ^ 35) bit -- 24/100 * 24/100 * 24/100 and so forth for 25 marbles, then 76% probability for the remaining 35 "pulls".
     
  15.  
    Originally Posted by skankmofo View Post

    wtf...why did you post this twice? I answered you here

    http://www.pocketfives.com/poker-for...689503#4689503

    OT was slow as a mo-fo this morn. Ty for your answer.
    Thread Starter
  16.  
    Originally Posted by TC_Clueless View Post


    Maybe it still wasn't obvious to him. Hopefully my answer above shed a little more light on it. To elaborate for OP just a bit more, you need to find the number of ways to get exactly 25 blue marbles out of 60 "pulls", which is C(60, 25) [http://en.wikipedia.org/wiki/Combination]. Then you need to multiply that by the probability which is the (.24 ^ 25) * (.76 ^ 35) bit -- 24/100 * 24/100 * 24/100 and so forth for 25 marbles, then 76% probability for the remaining 35 "pulls".

    thanks, makes sense
    Thread Starter
  17.  
    Originally Posted by PRIVATEPILE View Post

    ask o'malley, she'll know

    that curly headed fuck can diaf
    Thread Starter

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