When can you call an all-in of similar stack size as your own with this hand? It's a loser to 22. I'm thinking it comes down to stack sizes, the read you have on the player pushing, and how many other players still have an opportunity to go all-in. However, when you do that and someone pushes all-in, what guidelines do you use to call? However, AK represents 57% of his 3-betting hands, meaning he is more likely to have AK when 3-betting, versus AA or KK combined.If you have KK or QQ in a tournament, a healthy preflop raise is typically in order to get rid of the ace rag and/or king rag hands. So that means that both AA and KK make up 21.5% of his raising hands, or 43% combined.

KK has 6 combinations 21.5% Of 3-Betting Hands.

(33% for AA, 33% for KK and 33% for AK)īut is that mathematically accurate? Let’s see. Void of Combinatorics, you might conclude that the probability of him holding each hand is 33%. Both AA and KK are in his range, along with the single unpaired hand of AK. Just looking at the range of hands this player would 3-bet with, we would think, they have a big pocket pair when they 3-Bet. Then this would mean that they are only 3-betting AA, KK and AK. For example, let’s say that a player’s 3-betting range is 2%.

Why is Combinatorics UsefulĪs I mentioned earlier, by determining possible hand combinations, we can further define a player’s range. Well, on a flop of KT4, here are 3 Tens and 3 Fours left in the deck, so… C = / 2Ĭ = 3, which means there are 3 possible remaining combinations of TT and 4,4. How many combinations of TT (or 4,4) are there on a KT4 flop? The Finest In Men’s Watches Pair Combinations So how does this help us narrow an opponent’s range? Let’s look at the math. You will be dealt AK Suited or Unsuited 1.10% of the time or once every 90 hands. This brings the combination of AK (or any exact two card combinations) to 16 total, 4 suited, 12 unsuited. But, there are twelve ways of getting AK unsuited, which you will be dealt 0.90% of the time or once ever 110 hands. suited about once every 331 hands or 0.30% of the time.

But what about specific suited cards, like AK suited? You will get AK, AJ, AQ, etc. We are dealt suited cards 24% of the time or once every four hands. But how many ways can you get a pocket pair, of say deuces? As demonstrated below, there are six ways to be dealt any pocket pair. We all know that we get dealt pocket pairs 6% of the time or once every 17 hands. In order to approach Combinatorics from an easy-to-understand viewpoint, we are going to narrow the starting hands into three categories.

Aj suited to aa odds poker