Poker Pot Odds Calculator

Calculate pot odds vs hand odds to make optimal call/fold decisions.

By Konstantin Iakovlev · Updated September 2026 · Source: Khan Academy — Probability

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$

Pot Odds

20.0%

Hand Odds

19.1%

Decision

Fold

Analysis

Pot Odds20.00%
Hand Odds19.15%
EV DecisionFold
Implied Odds Needed$5.56

Use the Poker Pot Odds Calculator above to calculate your results. Enter your values and see instant results — all calculations run in your browser.

Disclaimer: This calculator is for informational purposes only. Results are estimates based on the information you provide and the assumptions described on this page.

How It Works

Every call you make at the table is a wager on incomplete information, and pot odds are how you decide whether that wager pays for itself over the long run. By weighing what you stand to win against how likely your hand is to improve, you turn a gut feeling into a defensible decision. The math built into this tool flags the calls that are profitable across thousands of repetitions, which is the only timeframe that matters.

Pot odds compare the call with the pot you stand to win: Pot Size : Bet to Call, where Pot Size is everything already in the middle, including your opponent's bet; as a percentage that is Bet to Call ÷ (Pot Size + Bet to Call). Set that against your Hand Odds, found as (Number of Outs : (Total Unknown Cards - Number of Outs)), your chance of hitting on the next card. Say you hold 8 outs with 47 unknown cards still out there; your Hand Odds come to 8:39. Both ratios get converted to percentages so they sit on the same scale, and the call is justified whenever your equity percentage clears the pot odds percentage.

Immediate pot odds tell only part of the story. Implied odds, the additional bets you can extract on later streets when you hit, often swing a marginal call, so weigh your opponent's tendencies and the stack sizes still behind. Favorable odds also lose their shine when completing your draw leaves you in a weak spot or fighting for a thin pot, and in those spots folding can be the stronger line even though the immediate price looks right.

Example: Turn Call with a Flush Draw

  1. 1 On the turn you hold a flush draw. The pot was $150 and your opponent bets $50, so $200 is in the middle and it costs you $50 to call. You have 9 outs, and 46 cards are unseen (52 total cards - 2 in your hand - 4 on the board).
  2. 2 Enter Pot Size $200, Bet to Call $50, Outs 9 and Cards Remaining 46. Pot odds: 50 ÷ (200 + 50) = 20.0%, the same as 4:1. Hand odds: 9 ÷ 46 = 19.57%, or 9:37 (about 4.11:1 against).
  3. 3 Your chance of hitting on the river (19.57%) is just below the 20% share of the pot you would be paying, so over the long run a call loses a little and the calculator's decision is Fold.
  4. 4 The gap is tiny. Implied odds, the extra bets you can win on the river when the flush comes in, can make a call like this worth it, while an opponent who will not pay off, or a flush that may not be the best hand, makes folding the stronger line.

Source: Khan Academy — Probability · Last updated: September 2026

Frequently Asked Questions

How do you calculate pot odds in poker?
Pot odds equal the amount you need to call divided by the total pot (including your call). If the pot is $100 and you must call $20, pot odds are 20/120 = 16.7%. Call if your hand odds of winning exceed your pot odds.
What are the odds of hitting a flush draw?
With a flush draw (4 to a flush) on the flop, you have about a 35% chance of hitting by the river (roughly 19% on the turn alone). Pot odds of about 2:1 or better justify a call only when you are sure to see both cards, such as when you are all in; facing a bet with more betting to come, price the call on the one-card 19%, which is what this calculator's hand odds (outs ÷ cards remaining) measure.
How do you count outs in poker?
Outs are cards that improve your hand. For a flush draw, you have 9 outs (13 suited cards minus 4 visible). The Rule of 4 and 2 gives a quick percentage: multiply outs by 4 on the flop (2 cards to come) or by 2 on the turn (1 card to come).