#1
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Simple hold em odds question
Am I right in thinking that if you flop 5 outs in hold em, you have about a 4:1 shot of hitting one of them by the river? And is this the correct way to work it out?:
1-((42/47)*(41/46)) = 0.20 Thanks, Gavagai |
#2
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Re: Simple hold em odds question
Yes.
1 - C(42,2)/C(47,2) = 20.35% |
#3
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Re: Simple hold em odds question
Cool thanks. Care to explain what C is and the calculation "C(42,2)/C(47,2)" ? [img]/images/graemlins/smile.gif[/img]
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#4
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Re: Simple hold em odds question
Essentially the same thing you did. C = Combinations. Basically determining the number of boards that don't contain any of your outs, over the total number of possible turns/rivers, and then subtracting from 1.
C(47,2) is the number of ways to choose 2 cards from 47. Order is irrelevant. C(N,R) = N!/[(N-R)! * R!] C(47,2) = 47!/[(47-2)! * 2!] C(47,2) = 1081 |
#5
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Re: Simple hold em odds question
Thanks
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