What are the odds [Answered]
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What are the odds [Answered]
What are the odds of losing 10 rolls in a row?
Seriously, if it happens again I'm going to shoot something.
Seriously, if it happens again I'm going to shoot something.
- Cronus
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Re: What are the odds
The1exile wrote:What are the odds of losing 10 rolls in a row?
Seriously, if it happens again I'm going to shoot something.
against 2 dice, it is 0.002143511142263743, or about one fifth of one percent
Edit: whoops that number is losing 10 men instead of 10 rolls, square that number and you will get the probability os losing 20 men in a row or 10 rolls in a row
Last edited by Cronus on Sat Jun 23, 2007 12:16 pm, edited 1 time in total.
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chessplaya
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Re: What are the odds
Cronus wrote:The1exile wrote:What are the odds of losing 10 rolls in a row?
Seriously, if it happens again I'm going to shoot something.
against 2 dice, it is 0.002143511142263743, or about one fifth of one percent
ur avvy is so cool
i am quoting because its funny to quote ppl
Veni...
Vidi...
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ClessAlvein
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- Cronus
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Re: What are the odds
chessplaya wrote:Cronus wrote:The1exile wrote:What are the odds of losing 10 rolls in a row?
Seriously, if it happens again I'm going to shoot something.
against 2 dice, it is 0.002143511142263743, or about one fifth of one percent
ur avvy is so cool
i am quoting because its funny to quote ppl
do you like bunnies with pancakes on their heads?
Cronus wrote:ClessAlvein wrote:Losing 10 3v2's in a row is actually 0.00046%. I'm not sure why Cronus' figure is so high.
whoops you are correct, mine is losing 10 men instead of 10 rolls, if you square my answer, you get yours
I get a probability of 0.000004594640017008817. which is 0.0004594640017008817%
Yes I believe that is right, although my calculator differs very slightly. You are using the Dice Analyzer figures I presume?
nmhunate wrote:Speak English... It is the language that God wrote the bible in.
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- Cronus
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RobinJ wrote:Cronus wrote:ClessAlvein wrote:Losing 10 3v2's in a row is actually 0.00046%. I'm not sure why Cronus' figure is so high.
whoops you are correct, mine is losing 10 men instead of 10 rolls, if you square my answer, you get yours
I get a probability of 0.000004594640017008817. which is 0.0004594640017008817%
Yes I believe that is right, although my calculator differs very slightly. You are using the Dice Analyzer figures I presume?
I am using a website
http://www.recreationalmath.com/risk/riskprob.htm

