bryce007
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raffle was fun! Thanks for your hard work Glenn!
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Ahh. I'll defer to your formal background and poke around on Wikipedia.
Just out of curiosity, what would you consider the likelihood of two occurrences, each with a probability of 10%, occurring in a row? I'd always assumed it was 1%, because I thought concrete percent chances (I mean like a die) were multiplicative. It makes sense that way when I think about it.
-Trevor
Well luckily Glenn hasn't got my address as far as I know, so he wouldn't be able to ship something to me even if he is so extremely kind that he would sacrifice even more of his own time and money on this raffle.
I do not believe that I "should have" won something, but I do believe that the probability of me not doing so is so exceptionally tiny that it is far more likely that a simple human mistake has been made. Glenn is welcome to step forward and say "Shit happens, all your tickets are there and you got unlucky" if that is the case, but when dealing with such a huge amount of numbers I think that the risk of a mistake is very high, even to a man as nice and dedicated as Glenn. Is it wrong that I consider him a human and think that there is even the slightest risk that a mistake has occured?
What you asked for is what's called a "Conditional probability", where you calculate the probability of X after a Y event happened. It's written like P(X/Y), and there's a way to calculate it, search for Bayes theorem.
Is this correct?? GLP-111-532-50 (2X'C' CELLS) $323.36-- dang!! congrats to the winners and much thanks to Glenn---any winners looking to trade what they won?
I just read all the turmoil about 40 tickets being bought...