What Are The Odds of Winning with Pocket Aces? (2024)

FAQs

What Are The Odds of Winning with Pocket Aces? ›

The probability you will get pocket aces in any one hand is 6/1326, or once every 221 hands. According to my 10-player Texas Hold 'em section (/games/texas-hold-em

Pocket Aces are the best possible starting hand in a game of Texas Hold'em. While you're not going to automatically win the pot just because you picked up pocket aces, the hand does have around an 85 percent chance of winning head-to-head against a random two-card hand.

Any hand can do it. Even in a heads-up situation, pocket Aces is only an 81/19 favorite over ANY OTHER POCKET PAIR. That means you could have pocket deuces and, at least one time out of five, you're going to beat those pocket Aces.

There are six ways to get either a pair of aces or a pair of kings in two cards (4*3/2). The probability of getting a pair of aces is 6/1326=0.004525.

On average, how many times do you get dealt pocket Aces in Texas Holdem Poker before folding them? In heads up (one on one) action, pockets aces will win about 80% of the time. The problem with trying to answer this question is that you never know what is going to happen until it happens.

Isolation Raise & 3-Bet With AA

In a cash game, you should default use 3-bets, 4-bets, and even 5-bets with pocket aces. The default strategy is to play them aggressively, minimizing opponents' chances of outdrawing you. Pocket aces demand assertiveness.

If you have aces and face a 3bet, the default move would be to 4bet your hand or go all-in, depending on your stack size. By doing so, you will definitely be making money in the long run, no matter your opponent's strategy.

Why Are Pocket Aces Good? Aces are the most powerful starting hand in Hold'em! In fact, against any other random hand, Pocket Rockets will win at showdown about 85% of the time! As such, if you're wondering when to fold pocket aces preflop, the correct answer would be NEVER!

Pocket aces, while the best starting hand possible in Texas Hold'em, is still just one pair. Every other two starting cards still have equity against you, and when you are playing at the micro stakes in particular and getting lots of callers before the flop, you will lose with pocket aces frequently.

There are 4*3/2=6 ways to arrange 2 aces out of 4. So the answer is 6/1326 = 1/221.

What are the odds of pocket aces back to back? ›

“ For example, what's the odds of getting aces twice in a row in the next two hands is 1 in 48841. But the odds of getting aces twice in a row given that you got aces in the first hand is only 1 in 221.

The hand with the most equity against pocket Aces is 56s (of a different suit to the Aces) and has ~23.1% equity. The hand with the least equity against Aces is A2o (2 is same suit as one of the Aces) which has about 6.5% equity.

It's a very simple calculation to figure basic pot odds: take the amount that's in the pot ($100) and divide it by the size of the bet you need to call ($50), which comes out to 2-1 odds (two times your bet).

The best starting hands in Texas Hold'em poker are undoubtedly the pocket pairs with pocket aces on the top, followed by pocket kings and pocket queens. The pocket pairs (Ace-Ace, King-King, Queen-Queen) are the best hands to play in the preflop betting round.

To convert from a probability to odds, divide the probability by one minus that probability. So if the probability is 10% or 0.10 , then the odds are 0.1/0.9 or '1 to 9' or 0.111. To convert from odds to a probability, divide the odds by one plus the odds.

For the last ace, 1/49. To get the probability of all this happening, multiply the individual probabilities together: (4/52) x (3/51) x (2/50) x (1/49). Which works out to 1/270,725.

The question should be “what's the odds of getting pocket aces twice in a row given…. “ For example, what's the odds of getting aces twice in a row in the next two hands is 1 in 48841. But the odds of getting aces twice in a row given that you got aces in the first hand is only 1 in 221.