Poker Pot Odds Calculator Excel

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Pot odds are defined as the ratio between the size of the pot and the bet facing you. For example, if there is $4 in the pot and your opponent bets $1, you are being asked to pay one-fifth of the pot in order to have a chance of winning it.

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Calculating poker pot odds is a very important part of being successful. Pot odds in poker give you a great sense of your chances of winning a hand, and whether or not you should even be in the hand to begin with. Not all bets are made equal after all. Sometimes you have to bet an amount that’s equal to half the size of the pot or more and sometimes your bet size is a tenth of the pot size or less. What determines if that’s really a good value for you is your odds of making the hand you are looking for.

When you’re calculating poker pot odds, you actually have to calculate two separate things. First, you need to figure out the odds that you’ll make a hand, or get a certain card on the turn or river. Then, you need to figure out the size of the bet you need to make in relation to the pot. What you’re looking are better odds of making your hand than the pot size odds. Both of these combined will give you the pot odds you need.

To start with, take a look at your cards and see how many potential outs you have. Outs of course are the different cards in the deck that could make your hand for you. If you’re drawing to make a flush, with 2 spades out on the flop and 2 in your hand, there are potentially 9 spades left in the deck. With 5 cards that you know, your own hand and the flop, there are 47 cards left in the deck. 47 compared to 9 is roughly 5-1 or a 20% chance of you hitting your flush on the turn or the river. Drawing to a flush gives you a lot of options, but not all hands come with 9 outs. If you’re trying to draw for an inside straight, the outs you’ll have are only 4, which cuts your chances by more than half.

Calculating Poker Pot Odds using 4/2 Rule

As you see, calculating poker pot odds lets you know where you stand. An inside straight, when you determine the pot odds, is not worth as much chasing as a flush, which has so many more potential outs. A great method for quickly calculating pot odds is called the 4/2 rule. The 4/2 rule is fairly quick once you can figure out how many outs you have. You take the amount of outs you have after the flop and multiply it by 4. If you’re going for that inside straight, you get 16. Turn that into a percentage and you get 16%; that’s the chances that you’ll get your card on either the turn or the river. If you don’t get it on the turn, you multiply your outs by 2. You’re left with a 8% chance of getting the card you need on the river, not exactly the pot odds you want to see.

Now you know how to get the odds for whether or not you will hit your cards and make your hands. Next comes calculating the pot odds for the size of your bet. For this you compare the amount of chips in the pot compared to the amount of chips you need to bet. With 250 chips in a pot, if you have to make a 25 chip bet, the pot odds are 10-1. What that means is for every one chip you bet, you can win 10 chips.

The key to determining whether or not you should make a bet and stay in a hand is comparing the pot odds of the chips to the odds that you’ll make your hand. Going back to the inside straight example, before the turn you have a 16% chance of getting your card and you have to make a bet with 10-1 pot odds. Your 16% is closer to 5-1, and definitely above 10-1, so that is a bet you can safely make. After the turn though, with only an 8% chance of getting your card, that’s less than 10-1. So you shouldn’t make the bet if you are following the rules of calculating poker pot odds.

The problem with this is that if you’re not very practiced it can take a lot of time. You have to figure out the outs of your hand, the size of the pot, the size of the bet you have to make, and compare all of the percentages. It can get confusing even for very good poker players. One great way to avoid all of this is to use the Holdem Genius and Texas Calculatem tools found at best poker software. You’ll get all of the valuable pot odds information you need to make smart decisions, without distracting yourself or taking too much time calculating poker pot odds while playing.

Figuring pot odds (the Poker Pot Odds Calculator Excelpot is all the money that has been bet for a single game) is one of the most misunderstood and misused concepts for beginning poker players. In this section, simple and straightforward computations are used. And for all examples, unless otherwise noted, Texas Hold'em is the poker game being played. For a comprehensive look on how to play Texas Hold'em, click here.
Learning how to calculate pot odds puts the concept of risk and reward into a numerical computation. For those of you who aren't confident in your math skills, don't worry. It is not complicated, and with a little practice you will be able to figure your pot odds in no time. The following examples will illustrate pot odds. We will use a minimum bet of $1 and a maximum bet of $2 Hold'em for simplicity.
You are betting last of the six players in the pot for $1 each to see the flop. This makes the pot $6. You hold

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A-Q, and the flop comes K-Q-6.

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A pair of queens with a possible ace-high flush.
The first player bets $1, two players call, and two players fold to bring the total in the pot to $9. It is now your turn to act. You must decide whether to fold, call, or raise. At this time you should assume that at least one of your opponents holds a king and that your hand must improve in order to win.
Now you must decide how many unseen cards can help you win. These cards are called your '
outs,' and this terminology will be used from here on. (One question that is often asked is: 'The other players have cards in their hands that cannot come to me on the turn or the river, so how can I count them in the cards that will improve my hand?' The answer is: You must count all cards that can help you because you have no way of knowing what cards are in your opponents' hands, even if it is quite likely that they hold certain cards. Therefore, all unseen cards need to be counted.)
Because you have a
pair of queens, you must assume that if either of the other two queens hit, it will improve your hand to make you the winner. There are also three remaining aces that will improve you to two pair. This makes five outs. In addition, if any club hits, it will give you an ace high flush. So you have nine other outs (the remaining clubs). This gives you 14 outs. Now you have seen five cards (your hole cards and the three on the flop) out of a 52 card deck. This leaves 47 unseen cards before the turn. This means that 14 out of 47 cards can come on the turn and improve your hand, and 33 will not help you at all. This makes the odds roughly 2.4 to 1.
The easiest way to figure this is to see how many times your 14 outs will divide into the 33 cards that will not help you. You don't have to figure this out exactly to know if it is correct to call or not.
Because 2 times 14 is 28, which is a little less than 33, and 3 times 14 equals 42, you know the number is closer to two than three, or your odds of winning are closer to 2 to 1 than 3 to 1. This means that for it to be correct for you to call, there must be at least 2.4 times the amount you must call in the pot. In other words, the amount you must risk, in this case $1, must have a reward of at least $2.40 when you hit your hand. In the example above, there is $9 in the pot, and you have to call only $1 to see the turn. Since the pot is offering you 9 to 1 odds, the correct play is to call or raise, which we will discuss shortly.
Pot odds boil down to percentages. The pot must be large enough to pay enough extra on the times you do hit your hand to make up for the losses when you don't. The key is to get your money into the pot when you have the best hand. If you use pot odds correctly, you will be well on your way to becoming a lifelong winner.
Continuing the above example, you call the bet on the flop, increasing the pot to $10. The turn card is
8, which does not improve your hand. You still have the same number of outs, 14, but one less unseen card, 46. Notice that your pot odds are almost the same, roughly 2.3 to 1. The first player bets $2, making the pot $12, and the other two players fold. The bet you must now call is $2 into a $12 dollar pot. This reduces down to 6 to 1 odds (12 divided by 2 equals 6, and 2 divided by 2 equals 1). Once again the correct play is to call. Notice that at this time, if you don't improve on the river, you can fold, and if you do improve, you can bet or raise.
The above example is fairly simple, but what has been said is not everything you must consider.
Actually, after the flop you can improve on either the turn or the river cards. This means that you have 14 outs two times, which if you consider both the turn and the river, your pot odds are actually .95 to 1. Any time your pot odds are less than 1 to 1, you are a

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favorite to win. In this case the correct play is often a raise instead of a call.
Some players use the combined odds for both the turn and river while others use them separately. If you use the turn odds on the turn, reevaluate the situation after the turn card is revealed, and use the pot odds on the river separately. The problem when using the combined odds is that you almost have to call on the turn to see the river even if you don't improve. This can lead to a dangerous mindset, and you can become a calling station. First, consider each situation by itself, and then, add in other factors.
In the next section we will discuss more about pot odds, including
implied odds and raising to give yourself correct pot odds.

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For more information on poker odds and winning at poker, try the following links:

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