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#1
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Re: Flopping Full House question
[ QUOTE ]
COUNTERPOINT: pokenum -o 5s 5d js th - 5c 6d 7h 8s -- 7s 7d 5h Omaha Hi: 820 enumerated boards containing 7s 7d 5h cards win %win lose %lose tie %tie EV Js 5s 5d Th 6 0.73 814 99.27 0 0.00 0.007 8s 5c 6d 7h 814 99.27 6 0.73 0 0.00 0.993 If you are behind, you are behind a lot. [/ QUOTE ] That's about in line with the odds of villain having a 5 in his hand 45/1. |
#2
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Re: Flopping Full House question
Hi thisnamedoesntfi - [ QUOTE ]
That's about in line with the odds of villain having a 5 in his hand 45/1. [/ QUOTE ]No. And you can do this one in your head. The probability of one opponent having a five is 1- 41/45 or 4/45, making the odds against it 41 to 4. The 41/45 results from a cancellation of terms. The whole expression is really 1-C(44,4)/C(45,4) and that immediately reduces to 1-41/45. See it? Buzz |
#3
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Re: Flopping Full House question
I see it Buzz, but (not sure I understand it) doesn't that make the whole theory of blockers obsolete? Personally I hate blockers, every time I think I have them they aren't blocking squat. [img]/images/graemlins/laugh.gif[/img]
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