Does anybody know the odds of JJ, KK & AA all being dealt in the same hand?
Printable View
Does anybody know the odds of JJ, KK & AA all being dealt in the same hand?
It depends if I'm the one with JJ ;)
Depends how many people are dealt in the hand, obviously.
Also, I'd argue it depends on the action. Probability is much higher if there's a raise and reraise and you're looking at AA on the CO compared to if it's folded round to you.
Ultimately, it doesn't matter. It's very unlikely, it's a lot of boring maths and it's not going to help make your decision any easier.
It was a question as it just happened. 6 handed
Also, to make those odds slightly better, the JJ flopped 4 of a kind :)
About 350:1 if memory serves.
Well this is wrong, since chances of getting any specific pair are 220:1Quote:
Originally Posted by Sloomer
Multiply by a thousand and we're probably getting close.
"Forget it, Jake. It's No-Limit Hold 'Em."Quote:
Originally Posted by Cobra_1878
11781:1 (for a 6 handed game)
Well it was about that time that I noticed that Sloomer was about eight stories tall and was a crustacean from the Paleozoic era.Quote:
Originally Posted by OngBonga
A 1000 internets to youQuote:
Originally Posted by Stacks
You're so easy.Quote:
Originally Posted by OngBonga
whooosh... over my head
I think I've posted this before, years ago, but it's still a good one.
Poker - Incredible Hand AA x QQ x KK x 77 x 55 lIlIlIlIl - YouTube
I get it now.
I still don't :(