On the other hand, if Player B bets $10, Player A will have 16.6% and a turn call becomes profitable. With a flush draw and one card to come we know there is approximately 18% chance of Player A making the best hand, thus, the bet enforces an error on the part of Player A as they are not getting a sufficient price to make the call. Using the method above, we can see this can be converted to represent 27%. By betting $30, the pot will be $80 and Player A will be getting $30 for a pot of $110. Player B is considering how much to bet with their top two pair. Player A has a flush draw holding Kc 10c: The pot is $50 on the turn with just the river left to come. Let’s look at an example of how pot odds could be used for important decision making. This is a key skill requirement for winning poker. It also allows one to manipulate the pot odds and enforce errors on the part of your opponents. In order to use poker maths effectively, a poker player combines the context of the situation with the odds presented to make a profitable decision. Decision making is often based on the maths aspect, is a call profitable? Are they bluffing often enough? Is this play +EV? Understanding the maths is critical to being a long-term winner at poker. $10 / $110 = 9% The Importance of Pot Odds To convert this, we need to add the pot size and the amount to call and divide the amount to call by the total pot size. I think it is more valuable to see this as a percentage. Pot Size Versus Amount to Call = Pot Odds as Ratio e.g.

Most poker players find it easier to understand things as percentages than ratios. It is usually expressed as a ratio however, the far more valuable tool is the conversion of ratio to percentage. Basically, pot odds are the comparison of the cost of making a call compared to the size of the pot. You have probably heard of pot odds but maybe you’re not sure what they are or how to calculate them.

Texas holdem pot odds calculator