Poker Outs Percentage
- Poker Outs Chart
- Poker Outs Percentage Chart
- Calculate Poker Outs Percentage
- How To Count Poker Outs
- Poker Outs To Percentages
How to turn a ratio in to a percentage. Add the two numbers in the ratio together. Then divide 100 by that number. So for example, if you have a flush draw on the turn, the odds of completing your draw are 4.1 to 1 (let's call it 4 to 1). Table #3 – Poker Odds Chart. As you can see in the above table, if you’re holding a flush draw after the flop (9 outs) you have a 19.1% chance of hitting it on the turn or expressed in odds, you’re 4.22-to-1 against. The odds are slightly better from the turn to the river,. More Poker Math While you don't have to be a mathematical genius to play poker (although it can certainly help), it is worth knowing some of the basic odds, probabilities and percentages behind the. Calculating Poker Odds for Dummies - A FREE, #1 guide to mastering odds. How to quickly count outs to judge the value & chance of winning a hand in 2021.
Odds Charts:Ratio Chart : Percentage Chart : Conversion Chart
This percentage poker odds chart highlights the percentage chance of completing your draw based on the number of outs you have at different points in a hand. The odds of completing your draw have been rounded to 1 decimal place in this percentage chart.
Look below the table for more information on how to use the percentage odds chart.
Percentage odds chart.
| Outs | 1 Card To Come (flop) | 1 Card To Come (turn) | 2 Cards To Come (flop) |
|---|---|---|---|
| 1 | 2.1% | 2.2% | 4.3% |
| 2 | 4.3% | 4.3% | 8.4% |
| 3 | 6.4% | 6.5% | 12.5% |
| 4 (gutshot) | 8.5% | 8.7% | 16.5% |
| 5 | 10.6% | 10.9% | 20.4% |
| 6 | 12.8% | 13.0% | 24.1% |
| 7 | 14.9% | 15.2% | 27.8% |
| 8 (straight) | 17.0% | 17.4% | 31.5% |
| 9 (flush) | 19.1% | 19.6% | 35.0% |
| 10 | 21.3% | 21.7% | 38.4% |
| 11 | 23.4% | 23.9% | 41.7% |
| 12 | 25.5% | 26.1% | 45.0% |
| 13 | 27.7% | 28.3% | 48.1% |
| 14 | 29.8% | 30.4% | 51.2% |
| 15 (s + f) | 31.9% | 32.6% | 54.1% |
| 16 | 34.0% | 34.8% | 57.0% |
| 17 | 36.2% | 37.0% | 59.8% |
| 18 | 38.3% | 39.1% | 62.4% |
| 19 | 40.4% | 41.3% | 65.0% |
| 20 | 42.6% | 43.5% | 67.5% |
| 21 | 44.7% | 45.7% | 69.9% |
| 22 | 46.8% | 47.8% | 72.2% |
Percentage table key.
- Gutshot - A straight draw with only one card able to complete it. e.g. 6-8 on a 5-9-Q board (only a 7 completes).
- Straight - A standard open-ended straight draw with more outs. e.g. 6-8 on a 5-7-Q board (4 and 9 complete).
- Flush - A hand where another card of the same suit is needed to complete the draw.
- s + f - Both an open ended straight draw and flush combined. e.g. 6 8 on a 5 7 Q board.
How to use the percentage odds chart.
- Work out the number of outs you have (use the colours to help guide you).
- Look up the percentage odds of completing your draw depending on whether you are on the flop or turn.
That's simple enough, but why are there 2 columns for percentage odds on the flop? The first 2 columns with 1 card to come are the odds that you should be using most frequently. These are the standard odds that assume we could potentially face another bet on the next betting round.
The last 2 cards to come column is for when you or your opponent are being placed all in on the flop. Therefore, because you do not expect to have to call another bet or raise on future betting rounds, you can now use these improved odds for seeing 2 cards instead of 1.
If you can't remember or figure out the percentage odds of completing your draw in the middle of hand, try using the rule of 4 and 2 as a rough guide. It's a great little shortcut for percentage odds.
How to turn a percentage in to a ratio.
Divide 100 by the percentage. Then take 1 away from that number and you will have x to 1.
So for example, if you have a flush draw on the turn, the percentage chance of completing your draw is 19.6% (let's call it 20%).
- 100 / 20 = 5.
- 5 - 1 = 4.
- So the ratio is 4 to 1.
It is a good idea to round the percentages to a number that you can easily divide in to 100 to help keep the working out as simple as possible.
Quick percentage odds chart example.
If you have 12 outs to make the winning hand on the flop, you should only call a bet that is equal to 25.5% of the total pot, which is roughly 25%.
So for example, lets say that our opponent has bet $50 in to a $100 pot making it $150. Because we are using the percentage method, we have to add our own potential call of $50 to create a total pot size of $200 - don't forget this! Therefore, based on this final pot size of $200 we can call up to 25% of this amount, which turns out to be $50 anyway. It's a bit tricky, but just as long as you add your own potential call to create the final pot size you will be fine.
For more information on working out percentage odds with drawing hands, see the pot odds article.
Poker Outs Chart
Go back to the poker odds charts.
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What are the chances? How do you calculate your chances of winning with one card to come?
In a community card poker game like Texas Hold’em, you’ll occasionally find yourself in a situation where the betting has completed, but not all the cards are dealt. The players’ hole cards are turned over and everyone can see what each person needs to draw on the river to win the pot. So how do you work out the chances for each hand?
The first step is to count how many known cards there are and how many unknown (unseen) cards there are.
Poker Outs Percentage Chart
- Known cards are your own hand, the community cards, plus any other exposed cards revealed for any reason — for instance, if the betting is complete and the cards are “on their backs”
- Unknown cards are the rest of the deck, and any folded cards.
Other players’ folded cards are unknown because they were randomly dealt and you haven’t seen them. You might be able to make an educated guess, given how those players were betting.
The number of known cards plus unknown cards is always 52 if you’re playing with a standard deck, while a Royal Hold’em hand calculation will revolve around a 20-card deck.
The cards in that pool of unknown cards that’ll win the hand for you are your outs.
Let’s look at a common situation:
The above four cards have been revealed. You’re all-in with a 3 of Clubs and 4 of Clubs, and you see that your opponent is currently winning with a 7 of Hearts and 7 of Diamonds.
Calculate Poker Outs Percentage
You can see eight cards. Of the 44 unknown cards, nine are clubs and three others are 2s (you can’t count the 2 of clubs twice, and you already counted it with the clubs), so you have 12 outs to win. Even though many of the cards left don’t improve your opponent’s holding or change the outcome, all the rest are considered to be outs for your opponent because they don’t help your hand.
How To Count Poker Outs
If you had two higher clubs than your opponent’s pair of 7s, such as the Queen and the 9, then you’d have nine clubs, three non-club Jacks, PLUS the three Queens and three 9s which make a pair for you. That comes to a total of 18 outs, and in a situation where there are only two players, that means it’s an 18 out of 44 chance to win, which is almost 41%
Poker Outs To Percentages
Interestingly, the hand that is currently winning is sometimes not the favorite to win the hand — especially when three or more hands are involved in the race.
For example, on the above board, where three players are all-in with the following holdings:
- A) J of Clubs, 10 of Clubs
- B) 9 of Spades, 5 of Spades
- C) Ace of Diamonds, 4 of Diamonds
There are 42 unknown cards, regardless of how many players were dealt in and have folded.
- A) wins with any one of: nine clubs, two Queens, two Jacks, two 10s, and two 7s, making 17 outs (40.5%).
- B) wins with any one of: nine spades, two remaining 9s, and the two remaining 5s that are not clubs, making 13 outs (31%).
- C) has the remaining cards that don’t improve an opponent, which is just 12 of them, for 28.6% and the lowest chance to win of the three!