#1
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3 Quads in 1000 hands
I got quads 3 times tonight on 1000 hands even.
what are the odds of getting 3 or more quads in 1000 hands (any way, I flopped them twice, and caught them on the river once) |
#2
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Re: 3 Quads in 1000 hands
I think this was a 6 handed table in holdem.
Player A raises I call. flop came a pair plus another card--he eventually bet and I folded he showed his flopped quads. Very next hand I raise Player A (yeah the same one) calls I flopped quads but unfortunately didn't get anything from them. I wonder what are the odds of only two players in consecutive hands one of whom has flopped quads. (first you've got the odds that only 2 get a hand to play... then the odds that one has a pair, then quads, etc etc etc...) [go ahead and answer the easier one stats gurus [img]/images/graemlins/smile.gif[/img] ] |
#3
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Re: 3 Quads in 1000 hands
Yesterday I had AQ three times in a row, in the first hand I flopped an A and won, in the second I flopped a Q and won and in the third I flopped AQ and lost all back to a guy who held AA. Can someone calculate the odds for this? [img]/images/graemlins/laugh.gif[/img]
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#4
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Re: 3 Quads in 1000 hands
i think my most amazing is seeing 4 straight flushes in ~250 hands
i only had one of them, but it went: straight flush, another one right after (!)...but this one was on the board, then 80 hands later saw a royal, and then another 170 hands another one |
#5
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Re: 3 Quads in 1000 hands
30k hands I have one stright flush. Well, due to the curse of PT it turns out I folded 8 of them...
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#6
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Re: 3 Quads in 1000 hands
Probability that you'll get 3 or more quads in 1000 hands, including quads on board:
=1-BINOMDIST(3,1000,13 * COMBIN(48,3)/COMBIN(52,7),TRUE) or about 9%. Alternatively: =BINOMDIST(996,1000,1 - (13 * COMBIN(48,3)/COMBIN(52,7)),TRUE) |
#7
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Re: 3 Quads in 1000 hands
Probability of A-Q three hands in a row is simply:
[16/C(52,2)]^3 or ~.000176% |
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