Poker Side Pots Explained

4/9/20224/9/2022

Pot odds, equity and expected value are important interrelated concepts in poker. As a beginner it is important that you understand the basics if you want to get ahead of your opponents.

The math side of poker is often ignored by a lot of new players but by simply spending a bit of time learning these simple concepts you will be able to improve your game drastically.

So we will first go through each of them individually and then a full example to tie it all together in the next few articles.

Table Of Contents

Pot Odds: The Definition

The odds which are being offered to you when your opponent bets are called pots odds. Essentially it is how much you will win vs how much you have to risk – your risk to reward ratio.

This is a discussion on Side pots within the online poker forums, in the Learning Poker section; Hey guys I just want clarification on side pots and a better understanding and just an idea of what.

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. A call of $1 to win $5 represents pot odds of 5:1. Poker Side Pots Calculator. Calculator to help count how many and how big are the side pots are on Poker when players are short stacked. The side pot is the amount that B and C bet that was not matched by A: $7 each for a total side pot of $14. The main pot is the money that was matched by all players who are still playing: $4 from A, $4 from B, and $4 from C, for a total main pot of $12. Only Players B or C may compete in the showdown for the side pot. EXAMPLE: 'I won the side. The main pot is the max everyone at the table can afford to bet, (in this case its $100 per player, player A is all in) so the main pot becomes $300 and the side pot is the extra $100 player B.

This is particularly useful when in a situation where you're facing a bet with a drawing hand (such as a flush draw). Pot odds will tell you whether is it correct for you to call or fold based on what size our opponent bet and how many cards that will improve our hand.

We can also use pot odds to determine whether or not we can call a river bet based on how often we expect our opponent to be bluffing.

Pot Odds: Using Ratios

To take an example of when we are facing a bet on the river when we have A9 of diamonds:

On the river our opponent bets $26 into a $41.5. If we called would be risking $26 and our reward is $41.5 already in the pot plus our opponents bet of $26.

This means that we are getting odds of 67.5: 26 (67.5 = 41.5+26). This is approximately 2.6:1.

Pot Odds: The Percentage Method

We can also convert that into a percentage (percentages are typically more intuitive) the result is 28%.

So if we expect to win 28% of the time or more we can call profitably.

How did we get that number?

Take the amount we have to call ($26) and divide it by the amount we have to call plus how much is in the pot:

Pot odds percentage = 26/(26+67.5) = 27.8%

Here is a summary of the numbers of outs and the pot odds associated for number of outs:

Why Are Pot Odds Useful?

It first lets us determine our risk to reward ratio. We can then use this along with the strength of our and our opponents potential hands in order to make better decisions.

If we have a very weak hand we should not be willing to call very large bets, only smaller bet sizes; in other words we must have very good pot odds in order to call.

This makes sense – if someone was to bet $1 into a $100 pot on the river we will continue with almost all of our range.

The greater the pot odds (the smaller our opponent bets) the more likely we should be to continue with our hand. Conversely, the smaller the pot odds (the larger our opponent bets) the less likely we should be to continue with our hands. The larger our opponent bets the more the requirement for an extremely strong hand.

Implied Pot Odds

Implied odds is simply the additional chips we expect to win when we hit our hand.

For example if we were to hit a flush on the turn or river, the hand won't just end – we still have an opportunity to win more money from our opponent.

This will reduce the pot odds we need to call profitably. The exception to this is when our opponent has pushed all in – we call we cannot win any more chips.

The reason we call preflop with small unpaired hands is not because we expect to have the best hand all that often; but because we expect to win a large pot when we hit a big hand such as three of a kind.

The reason we call is because with a hand like three of a kind, we have large implied odds and if we hit our hand we expect to win a big pot.

Here is an explainer video of implied odds from GreenBeanVideos:

A Real World Example of Implied odds:

The reason you go to College or University and get a degree is not because of the return you would expect immediately after graduation. It is because of the additional value a degree would bring you in the years after gradation through income, job opportunities etc. The same applied to poker.

Unfortunately implied odds cannot be directly calculated like pot odds – we have to guesstimate the amount our opponent will be willing to pay us off after we make our hand.

If we think our opponent has a very strong hand, and we stand to make a better one, we will have large implied odds.

If our opponent has a weak hand, we will have little implied odds.

Additionally, if we believe our opponent is a very bad player we will usually have large implied odds as he will be more likely to make mistakes and pay us with hands that he shouldn't have.

Finally, if he is a good player we will have significantly less implied odds.

Here is a quick recap on everything we covered on pot odds:

Pot Odds Calculator

You do not need a fancy piece of software to work out your pot odds. As we have seen, it is simply the ratio of the bet you have to call to the size of the pot (including your opponents bet). You can also use a calculator to calculate the the percentage odds (or roughly do it in your head, you don't need to be extremely accurate)

However, on of the best pieces of software you can use in conjunction with calculating pot odds from cardschat.com.

This piece of software can be used to work out your pot equity which we have discussed in detail in other lessons.

Conclusions

You should now be able to work out pot odds and when coupled with our other lessons, you should have a basic grasp on the math of poker.

Follow up this lesson first with Pot Equity and Expected Value (EV)

Normally at the end of each betting round in a game of poker, all of the chips that each player has bet are moved to the center of the table and added to the pot. However this will not do when one or more players have gone . Player(s) can go all-in when they do not have enough chips to call the previous bet and as a result it is necessary to use in order to equitably manage the process of distributing the correct amount of chips to the winner(s).

Method for determining side pot(s) at then end of a betting round when one or more players have gone All-In:

Determine the amount of each All-In bet (if there is more than one)
Select the amount of the smallest All-In bet (if there is more than one)
Deduct that amount from all the bets and add it to the current pot
Close the current pot and move it off to the side (as a side pot)
Start a new current pot
Repeat steps 1 to 5 if there are more All-In bets
Move the remaining bets to the current pot
If a side pot has only one player, the chips are returned to the player

Players that have contributed to a given side pot are eligible to win that side pot. Players that have not contributed to a given side pot are not eligible to win that side pot.

Example Side Pot Calculation

At the end of the first round of betting in a Texas Hold’em game with ten players, there is $78 on the table and the amount bet by each player is as follows:

Poker Side Pot Rules

Al $10 Fred $10

Bob $10 Greg $10

Carl $10 Hal $5 (All-in)

Dan $10 Joe $2 (All-in)

Ed $10 Ken $1 (All-in)

There are three All-in bets for $5, $2 and $1.

Ken has the smallest All-in bet of $1

Deduct $1 from each bet and add it to the current pot

Now the table looks like this:

Al $9 Fred $9

Bob $9 Greg $9

Carl $9 Hal $4 (All-in)

Dan $9 Joe $1 (All-in)

Ed $9 Ken $0

Side pot A: $10 (everyone)

Current pot: $0 (nobody)

There are two more All-in bets for $4 and 1$

Joe has the smallest All-in bet of $1

Deduct $1 from each bet and add it to the current pot

Now the table looks like this:

Al $8 Fred $8

Bob $8 Greg $8

Carl $8 Hal $3 (All-in)

Dan $8 Joe $0

Ed $8 Ken $0

Side pot A: $10 (everyone)

Side pot B: $9 (everyone except Ken)

Current pot: $0 (nobody)

There is one more All-in bet of $3

Deduct $3 from each bet and add it to the current pot.

Now the table looks like this:

Al $5 Fred $5

Bob $5 Greg $5

Carl $5 Hal $0

Side Pots Poker

Dan $5 Joe $0

Ed $5 Ken $0

Side pot A: $10 (everyone)

Side pot B: $9 (everyone except Ken)

Side pot C: $24 (everyone except Joe and Ken)

Current pot: $0

There are no more All-in bets so just move the remaining bets to the current pot

Now the table looks like this:

Al $0 Fred $0

Bob $0 Greg $0

Carl $0 Hal $0

Dan $0 Joe $0

Ed $0 Ken $0