Please let me know if you need more information. It’s possibly a little worse than that because sometimes my full house cards will limit the straight flush possibilities so it will be even less frequent, but even with ignoring that, this should not happen very often! So if I made a full house, then the chance someone else will also make a straight flush is 0.00144 x 0.0000139 = 0.000000020016, or 0.0000020016% someone will have a straight flush the same time I have a full house, or approximately once every 50 million hands (1/0.000000020016). Here's what I came up with, but I'm sure I'm making mistakes:Īccording to one web site, the chance of making a full house is 0.144% and the chance of making a straight flush is 0.00139%. I'd be curious what the probability is of that specific situation as well. In case of a tie, four of a kinds are judged first by the value of each quadruplet, and then by the rank of the. It is ranked above a full house but below a straight flush. The first time this happened I actually flopped the full house and the other player hit runner-runner to make the straight flush. The four of a kind, also called quads, is a Poker hand that is composed of four cards of the same rank, and a kicker. I'm wondering how I would go about calculating how often it should occur for of one of the other players at a 10-player game to make a straight flush when I have a full house (and how likely it is to be in that situation in the first place!). I've been unfortunate enough to have a full house beat by a straight flush three times in the past four months! The first two times were within three weeks of each other.

What beats a full house in poker