#1
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Non-poker dice odds???
If you roll 26 dice 100 times, how many times would 2 or less of the dice land on a 1 or 2? Please give me the answer and how you came up with it.
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#2
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Re: Non-poker dice odds???
Help! Nobody is that good with math? I'm not a new user. I'm normally thetman, but my password is at home and this is a big debate at work. Help!!!
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#3
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Re: Non-poker dice odds???
Nobody can figure it out? Or nobody cares??? LOL...at least give me a clue how to figure it out. Please! I'll offer a few bucks if need be.
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#4
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Re: Non-poker dice odds???
Using the BINOMDIST function in Excel:
=BINOMDIST(2,26,1/3,1)= 0.002515 The above corresponds to the probability of a 1 or 2 occuring on only 2 or less of 26 dice. Next, using the BINOMDIST function again to determine the probability of this happening x times over 100 rolls, we use: =BINOMDIST(x,100,0.002515,0) The value of this function for different x's: p(0) = 0.777 p(1) = 0.196 p(2) = 0.025 p(3) = 0.002 The above probabilities correspond the probability of it happening x times over the 100 rolls. And in case you were interested, the expected number of times for it to happen is 0.2515 for each 100. |
#5
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Re: Non-poker dice odds???
What's the English answer???
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#6
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Re: Non-poker dice odds???
It will happen 0 times 77.7% of the time.
It will happen 1 time 19.6% of the time. It will happen 2 times 2.4% of the time. It will happen 3 times 0.2% of the time. It will happen 4 or greater times almost never. And on average, it will happen 0.2515 times. |
#7
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Re: Non-poker dice odds???
Maybe I'm dumb, but how many times out of 100 will 2 or less of the 26 dice land on 1 or 2?
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#8
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Re: Non-poker dice odds???
[ QUOTE ]
Maybe I'm dumb, but how many times out of 100 will 2 or less of the 26 dice land on 1 or 2? [/ QUOTE ] You can't state for certain how many times it will happen, because it is a random value. Therefore, I have given the probability that it will happen x times in 100 above, and in addition, ON AVERAGE, it will happen 0.2515 times in 100. |
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