Pot odds tell you whether a call is profitable based on price. You compare what you must call vs the total pot you can win after you call.
If your hand’s chance to win (your equity) is higher than the required percentage, the call is +EV as a baseline (ignoring implied odds, future action, and rake).
When Villain bets, you’re being offered a deal: pay C now to win the total pot after you call.
Pot odds convert that deal into a required equity %.
Pot odds fraction to percent conversion visual. See how C/(P+B+C) maps to 20%, 25%, 33%.
After you call, the total pot becomes P + B + C.
Required equity = C / (P + B + C)
If your estimated equity is higher than required equity, the call is profitable as a baseline.
You can also think in ratios: (P + B + C) : C.
Example: total 40, call 10 → “40 to 10” → “4 to 1” → you need 1 / (4+1) = 20% equity.
Assume Villain bets a fraction f of the pot (B = f·P) and you call the same amount.
Required equity = f / (1 + 2f)
Anchor points to memorize: 1/2 pot = 25%, pot = 33%, 1.5x pot = 37.5%.
Required equity = 5 / (10+5+5) = 5/20 = 25%.
Interpretation: many flop draws beat 25% often; on the turn, one-card draws often do not.
Required equity = 10 / (30+10+10) = 10/50 = 20%.
Interpretation: the price is cheap, so you can defend wider.
Required equity = 35 / (50+35+35) = 35/120 = 29.2%.
Interpretation: you usually need a strong draw, good made hand, or strong playability.
Required equity = 20 / (20+20+20) = 20/60 = 33.3%.
Interpretation: pure “hope calls” lose money unless you really have ~33% equity or strong implied odds.
Required equity = 150 / (100+150+150) = 150/400 = 37.5%.
Interpretation: overbets deny price; continue with strong hands, strong combo draws, or correct bluff-catchers vs the right range.
Pot odds compares your equity vs their range, not “do I hit exactly my card.”
A practical workflow:
Practice converting prices to required equity and making fast call/fold decisions.
Start the Pot Odds Trainer to build muscle memory with real bet sizes and streets.
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