The House Edge

Odds & Math

The House Edge

Xavi Torrez
Xavi Torrez iGaming analyst & Roulette specialist
Last updated:

The house edge in roulette is the built-in mathematical advantage that ensures the casino wins over time. This small percentage might seem harmless at first, but it is the core reason why no betting system can beat roulette in the long run. Below you will learn exactly how it works, how it is calculated, and which roulette variants give players the best odds available.

1.35%
French + La Partage
2.70%
European Roulette
5.26%
American Roulette
7.69%
Triple Zero

What Is the House Edge?

The house edge is the average percentage of each bet that the casino mathematically expects to retain over a large number of spins. It is not a guarantee per individual spin — you can win or lose any single round. It is a long-run statistical average that becomes increasingly accurate as the number of spins grows.

A 2.70% house edge means that for every €100 wagered over thousands of spins, the casino expects to keep €2.70. The remaining €97.30 is returned to players on average. This is why roulette has one of the lower house edges among casino games — and why variant choice matters so much.

Key principle: The house edge applies equally to every single bet on a European wheel — straight-up numbers, red/black, dozens, columns. The payout differs between bets; the expected loss per euro staked does not. See the payout calculator to model exact returns at your stake.

How Is It Calculated?

The house edge comes from one source: payouts are set as if there are 36 numbers on the wheel, but the wheel actually has 37 (European) or 38 (American). The extra zero pocket — which pays 35:1 like any other number but causes all outside bets to lose — is where the casino’s mathematical advantage lives.

The formula: House Edge = (Pockets − Payout − 1) ÷ Pockets × 100

European (straight-up bet): (37 − 35 − 1) ÷ 37 × 100 = 2.70%
American (straight-up bet): (38 − 35 − 1) ÷ 38 × 100 = 5.26%

The same calculation for any bet type on European roulette always returns 2.70% — the payout ratio scales exactly with the number of pockets covered.

La Partage changes this for even-money bets only: when zero lands, half the stake is returned. This effectively halves the house edge from 2.70% to 1.35% — because zero only costs you half a bet instead of a full bet on even-money positions.

House Edge by Roulette Variant

Roulette variantZero pocketsTotal pocketsHouse edgeApplies to
French Roulette + La Partage 1 37 1.35% Even-money bets only
European Roulette 1 37 2.70% All bets
American Roulette 2 (0 + 00) 38 5.26% All bets
American — Five Number Bet 2 38 7.89% This specific bet only
Triple Zero / Mexican 3 39 7.69% All bets
No Zero Roulette 0 36 0.00% (theoretical) Promotional — rare, usually compensated elsewhere
No Zero Roulette caveat: The 0% house edge on No Zero Roulette is theoretical. Platforms offering this variant typically recover margin elsewhere — through lower bonuses, membership fees, or reduced payout schedules. Always read the full terms before treating it as a genuine 0% edge game.

Does the House Edge Change Per Bet Type?

No — on a European wheel, every bet carries exactly the same 2.70% house edge. A straight-up bet at 35:1 and a red/black bet at 1:1 have identical expected value per euro staked. This is one of the most misunderstood aspects of roulette.

Bet typePayoutWin % (EU)House edge (EU)Expected loss per €100
Straight Up35:12.70%2.70%€2.70
Split17:15.41%2.70%€2.70
Street11:18.11%2.70%€2.70
Corner8:110.81%2.70%€2.70
Six Line5:116.22%2.70%€2.70
Dozen / Column2:132.43%2.70%€2.70
Even Money (EU)1:148.65%2.70%€2.70
Even Money (FR + La Partage)1:148.65%1.35%€1.35

The only exception on a European wheel is La Partage on even-money bets — which genuinely halves the expected loss.

How to Reduce the House Edge

You cannot eliminate the house edge in standard roulette, but you can minimise it through variant selection and rule awareness. These five actions have a direct mathematical impact:

1️⃣
Choose European or French tablesAlways avoid American and Triple Zero wheels. Switching from American (5.26%) to European (2.70%) halves your expected loss per spin — the most impactful single decision you can make.
2️⃣
Play at casinos offering La Partage or En PrisonOn even-money bets, these French rules return half your stake when zero lands. House edge drops from 2.70% to 1.35% — saving €6.75 per 100 spins at €10/spin versus a standard European table.
3️⃣
Use even-money bets on French tablesLa Partage only applies to even-money bets. To benefit fully from the 1.35% edge, stick to Red/Black, Even/Odd or 1–18/19–36 on French Roulette tables.
4️⃣
Ignore hot/cold number mythsEvery spin is an independent event. The wheel has no memory. Hot and cold numbers are statistical variance, not patterns that reduce or increase the house edge. See hot and cold numbers guide.
5️⃣
Manage your bankroll with session limitsBankroll discipline does not change the house edge mathematically, but it controls how much exposure you accumulate per session. See the flat betting guide for the lowest-risk approach.

Comparison with Other Casino Games

Roulette’s house edge is competitive against most casino games — particularly when played on a French table with La Partage. The table below shows how it compares across popular formats:

GameHouse edgeNotes
French Roulette + La Partage1.35%Lowest among roulette variants — even-money bets only
Blackjack (optimal strategy)0.5%Best overall edge — requires memorising correct play
Craps (Pass Line bet)1.41%Comparable to French Roulette
European Roulette2.70%Standard — all bets equal edge
Baccarat (Banker bet)1.06%Low edge but 5% commission on wins reduces appeal
American Roulette5.26%Avoid — double zero nearly doubles the edge
Slots4–10%Varies widely by machine and operator
Keno25–40%Very high edge — lottery-style
Bottom line: French Roulette with La Partage at 1.35% is competitive with some of the best-value bets in the casino. European Roulette at 2.70% is a fair game by any standard. American Roulette at 5.26% should always be avoided when a single-zero alternative is available at the same table limits.

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