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Strategy

Pot Odds and Equity

How to turn a drawing hand into an arithmetic question: counting outs, converting them to a percentage, and comparing that figure with the price the pot is offering.

Last reviewed 28 October 20265 sections3 min read

Every call in poker is a purchase. The pot sets a price, the hand has some chance of winning, and the decision is simply whether the chance is worth the price. Pot odds express the price; equity expresses the chance.

The calculation takes a few seconds once the method is familiar, and it replaces most of the guesswork in a drawing hand.

Pot odds
The price of a call relative to the pot it could win
Equity
The share of the pot a hand would win on average
Rule of 4 and 2
Outs × 4 with two cards to come, × 2 with one
Flush draw, flop to river
35.0%
Open-ended straight draw, flop to river
31.5%

Counting Outs

An out is any unseen card that would give your hand the best of it. Count them before anything else, and count only the ones that genuinely win: a card that completes your straight while putting a third suit on the board may not be an out at all.

Probability of completing, assuming every out is live
DrawOutsFlop to riverTurn to river
Flush draw935.0%19.6%
Open-ended straight draw831.5%17.4%
Gutshot straight draw416.5%8.7%
Two overcards624.1%13.0%
Set to full house or quads1034.0%21.7%
Flush draw plus gutshot1245.0%26.1%

The Rule of 4 and 2

A shortcut accurate enough for the table: multiply outs by four when two cards remain, and by two when one card remains.

  1. Count the outsNine for a flush draw on the flop.
  2. MultiplyNine times four is 36, against a true figure of 35.0%.
  3. On the turn, halve the multiplierNine times two is 18, against a true figure of 19.6%.
  4. Adjust above twelve outsThe shortcut overstates large draws; subtract a few points when outs exceed twelve.

Pricing the Call

Pot odds are the amount to call measured against the pot after the call. Express them as a percentage and compare directly with equity.

PotBet to callCall as a share of the final potEquity needed
1002525 ÷ 22511.1%
1005050 ÷ 25020.0%
1007575 ÷ 27527.3%
100100100 ÷ 30033.3%
100200200 ÷ 40050.0%

A flush draw with 19.6% equity on the turn can call a half-pot bet only when something else — position, the chance of winning more later, or the possibility that the opponent folds — makes up the difference.

Implied Odds and Reverse Implied Odds

Implied odds
Money that can reasonably be won on later streets if the draw completes. They justify calls that immediate pot odds do not, but only against opponents who will actually pay.
Reverse implied odds
Money that will be lost when the draw completes and is still second best. A small flush draw against a bigger one is the standard example.
Fold equity
The share of the time a bet or raise wins the pot immediately. It is why semi-bluffing a draw often beats calling with it.

Implied odds are an estimate, not a number, and they are the point where arithmetic hands over to judgement. The estimate should be conservative: assume the opponent pays a normal bet on the river, not their entire stack.

Worked Example

You hold [pokeraddict_cards cards="Ah 9h"] and the flop comes [pokeraddict_cards cards="Kh 7h 2c"]. The pot holds 60 and an opponent bets 30.

  1. Count outsNine hearts complete the nut flush. Three aces might also win, but count only the nine that are certain.
  2. Convert to equityNine outs with two cards to come is 35.0%.
  3. Price the call30 to call into a pot that would become 120, so 25% equity is required.
  4. Compare35.0% exceeds 25%, so the call is profitable before implied odds are even considered.
  5. Consider raisingA raise adds fold equity, and the hand holds the ace of hearts, which reduces the combinations an opponent can hold with a bigger flush draw.

Frequently Asked Questions

Do I use the rule of 4 on every flop?

Only when you expect to see both remaining cards — typically when all the money is already in, or when the bet faced is small enough that another on the turn will not force a fold.

What if some of my outs are not clean?

Discount them. A straight card that completes a possible flush is often worth half an out, and overcards against a likely two pair may be worth none.

Does this apply to Omaha?

The method does, but the numbers do not. Draws in Omaha are much larger, and an out that is not the nut out frequently loses the pot anyway.

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