Re: If player 1 holds AA, the probability that player B has AA is?
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So to summarize...
Given a 10 player table...
If player A(you) has AA, the odds of specific player B(me) having AA = 1/1225
If player A(you) has AA, the odds of any other player B having AA = 9/1225
The odds of any player A and any other player B both having AA = 10c2 * 6/52c2 * 1/50c2 = ~1 in 6016
Given a PT database of 110,000 hands, I make the probability of you not having your AA run into another AA... at worst(if you play all 10 handed games) to be = .0258 = ~1 in 39
You have been lucky!! ...on average you should have had it happened about 3 times!!!
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Got this from another site. It's very much related to this question, only 6handed with a KK to go with the AA and AA. What is the probability of this..
Keep in mind that this was a 6 hand table. I am Hero, and folded pre-flop
(thank God). Anyone of the math guys out there have the probablity of this occuring at a 6H table? Button said he had JJ - no reason not to believe him.
Has Anyone seen this before?
Results are in White
Party Poker 10/20 Hold'em (6 max, 6 handed) converter
Preflop: Hero is SB with 8, 7.
UTG calls, MP raises, 1 fold, Button calls, 1 fold, BB 3-bets, UTG caps, MP calls, Button calls, BB calls.
Flop: (16.50 SB) 4, 7, T (4 players)
BB bets, UTG raises, MP 3-bets, Button calls, BB caps, UTG calls, MP calls, Button calls.
Turn: (16.25 BB) T (4 players)
BB bets, UTG calls, MP raises, Button folds, BB calls, UTG calls.
River: (22.25 BB) 3 (3 players)
BB checks, UTG checks, MP bets, BB calls, UTG calls.
Final Pot: 25.25 BB
Results in white below:
BB has Ad Ah (two pair, aces and tens).
UTG has Kc Ks (two pair, kings and tens).
MP has Ac As (two pair, aces and tens).
Outcome: BB wins 12.62 BB. MP wins 12.62 BB.
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