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  #71  
Old 11-18-2007, 08:32 PM
markuisis markuisis is offline
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Default Re: I flipped 100 coins

[ QUOTE ]
[ ] Would like to meet OP

[/ QUOTE ]

It would be quite an honour
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  #72  
Old 11-18-2007, 08:36 PM
traz traz is offline
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Default Re: I flipped 100 coins

awesome imo
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  #73  
Old 11-18-2007, 08:38 PM
valenzuela valenzuela is offline
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Default Re: I flipped 100 coins

This thread made my day
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  #74  
Old 11-18-2007, 10:03 PM
sh58 sh58 is offline
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Default Re: I flipped 100 coins

i just flipped a 2 pound coin (cos i'm a baller) and it landed on heads.
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  #75  
Old 11-18-2007, 10:05 PM
Pokey Pokey is offline
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Default Re: I flipped 100 coins

[ QUOTE ]
Okay I've got a math question I was thinking about recently but am not smart enough to figure out my self (plz don't make fun if it's really easy).

Let's say I play blackjack and I am 49% to win every hand. If I played blackjack every weekend for 2 hours for the rest of my life, what would my chances at being a winner at the end be (if you need the figures, which you probably don't, let's assume I average 50 hands per hour and play 4000 hours in my life)?

I guess the answer is 49% but that doesn't seem right.

[/ QUOTE ]

Hey, I'm feeling a bit mathy, so I'll go ahead and answer the question.

To make the math easier (without really skewing the results much), let's say you either win $1 or lose $1 in each hand. There's a 49% chance you win a buck and a 51% chance you lose a buck. This gives us a nice binomial distribution which is very easy to manipulate and evaluate.

Over your lifetime you'll play 4000x50 = 200,000 hands of blackjack. In the average 100 hands you'll win $49 and lose $51, so your expectation is -$0.02 per hand, for a lifetime expectation of -$4,000. Now the variance of your lifetime total is going to be about 2*n*p*(1-p), or 2*(200,000)*(0.49)*(0.51) = 99,960. To find the standard deviation we take the square root of this number, giving us a standard deviation of about $316.16. To have a lifetime win, you'd therefore have to beat your expectation by 4000/316.16 = 12.65 standard deviations. Since there is a roughly 99.99999999974% chance of being within 7 standard deviations, the odds of you being a lifetime winner at blackjack are going to be markedly worse than that. I'd say the odds that you win at blackjack over your lifetime are slightly worse than the odds that you get hit by two meteors at the same time.
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  #76  
Old 11-18-2007, 10:12 PM
Nielsio Nielsio is offline
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Default Re: I flipped 100 coins

[ QUOTE ]
I'd say the odds that you win at blackjack over your lifetime are slightly worse than the odds that you get hit by two meteors at the same time.

[/ QUOTE ]


So you're saying there's a chance?
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  #77  
Old 11-18-2007, 10:35 PM
Unknown Soldier Unknown Soldier is offline
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Default Re: I flipped 100 coins

ofc theres a chance
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  #78  
Old 11-18-2007, 10:44 PM
ajmargarine ajmargarine is offline
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Default Re: I flipped 100 coins

[ QUOTE ]
I'd say the odds that you win at blackjack over your lifetime are slightly worse than the odds that you get hit by two meteors at the same time.

[/ QUOTE ]

But dude, I win at blackjack. I has a system.
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  #79  
Old 11-18-2007, 11:14 PM
jfish jfish is offline
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Default Re: I flipped 100 coins

haha somebody linked me to this. nielsio you have 10k+ posts. seriously?
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  #80  
Old 11-18-2007, 11:16 PM
Demogorgon Demogorgon is offline
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Default Re: I flipped 100 coins

Seriously you need to do it with 10 000 flips to see if you get closer to 50/50 - It will give us an entirely new view on variance.
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