#1
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what are the odds?
Just had a 5 card draw hand that was unbelievable...I was dealt an ace high flush in a PL game and raised a maniac all in .. I of course stood pat and the maniac drew 3 so i figured I was in great shape... WRONG!!!!
This maniac drew 3 after going all-in and drew 4 god damn aces!!!!!!!!!! what are the odds on actually drawing 4 aces in a 5 handed 5 card draw game.. 1st assuming you have a pair to start with and 2nd if you have just one ace... I'm too pissd off to do this math right now |
#2
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Re: what are the odds?
How many cards wild?
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#3
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Re: what are the odds?
no wild cards
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#4
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Re: what are the odds?
[ QUOTE ]
Just had a 5 card draw hand that was unbelievable [/ QUOTE ] You had an ace high flush, and your opponent had 4 aces? You are right, no one believes you. |
#5
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Re: what are the odds?
[ QUOTE ]
[ QUOTE ] Just had a 5 card draw hand that was unbelievable [/ QUOTE ] You had an ace high flush, and your opponent had 4 aces? You are right, no one believes you. [/ QUOTE ] doh! ok ok so i messed up.. it was a king high flush... happy now? |
#6
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Re: what are the odds?
Sounds like a funny deck to me!
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#7
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Re: what are the odds?
I am not one of those idiots who claim after every bad beat that the site has to be rigged, but I lost 3 hands in a row that were incredible...
On back to back hands I was dealt trips(8's and Q's) and on BOTH hands the exact same player had trip aces So 1st these 3 hands follewed by the quad aces hand a round or so later are going to keep me from ever playing 5 card draw on this site again |
#8
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Re: what are the odds?
Assuming he were drawing 3 no matter what, and you hold a K high flush.
If he held A-A: 43/C(45,3) = .303% If he held A-X: 1/C(45,3) = .007% |
#9
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Re: what are the odds?
[ QUOTE ]
Assuming he were drawing 3 no matter what, and you hold a K high flush. If he held A-A: 43/C(45,3) = .303% [/ QUOTE ] There are 42 unknown cards, not 45, since we know that that there are only 2 aces out: 40/C(42,3) =~ 0.35% = 286-to-1 [ QUOTE ] If he held A-X: 1/C(45,3) = .007% [/ QUOTE ] 1/C(42,3) = 0.0087% =~ 11,479-to-1 |
#10
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Re: what are the odds?
Yup...always forget the discards in draw. Thanks Bruce.
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