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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. -
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 -
Originally Posted by kidCRUNK
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.
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Who's buried in Grant's tomb?
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it's <span>(60! / (25! * 35!)) * ((.24 ** 25) * (.76 ** 35))</span>
Originally Posted by kidCRUNK
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. -
10%
What's in it for you? -
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".
Originally Posted by skankmofo
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.
Originally Posted by skankmofo
wtf...why did you post this twice? I answered you here
http://www.pocketfives.com/poker-for...689503#4689503 -
thanks, makes sense
Originally Posted by TC_Clueless
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".
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