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#21
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"Villian is 55/4/1. I am 100% sure he has AA here. That said with stack sizes, and reads is this preflop play +ev??" If your read was preflop, this is -EV. |
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#22
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[ QUOTE ]
odds of making a set: 1-[(47/49)*(46/48*(45/47)]=0.1199 so you need 1/.1199=8.3:1 to make it even money. [/ QUOTE ] What are the true odds of hitting a set? I've seen 8.3:1 (which I used to think was correct). I've seen 7.5:1 listed on various internet sites. I've also seen other number around.... What's the definitive odds of hitting a set? |
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#23
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[ QUOTE ]
[ QUOTE ] odds of making a set: 1-[(47/49)*(46/48*(45/47)]=0.1199 so you need 1/.1199=8.3:1 to make it even money. [/ QUOTE ] What are the true odds of hitting a set? I've seen 8.3:1 (which I used to think was correct). I've seen 7.5:1 listed on various internet sites. I've also seen other number around.... What's the definitive odds of hitting a set? [/ QUOTE ] Assume that our hand is XX: P(we hit a set on the flop) = P(flop contains a X) = 1 - P(flop does not contain a X) = 1 - (P(first card is not X) * P(second card is not X) * P(third card is not X)) = 1 - (48/50 * 47/49 * 46/48) ~= 11.76% Thus, the odds of hitting a set on the flop are: ((1 / 0.1176) - 1):1 ~= 7.5:1. |
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