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Roulette payout & odds calculator

Every standard bet, both wheels — the payout, the true probability and what the zeros keep

Pick a bet, a wheel and a stake. The numbers come from the game's published rules — no estimates involved.

Your bet

Pick a bet type, the wheel and your stake. Submitting refreshes the URL so the result is shareable.

From a single number to the even-money outside bets.
The US wheel adds a second zero — same payouts, worse odds.
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How the math works

Why the wheel type decides everything

Every roulette payout is set as if the wheel had 36 pockets: a single number pays 35:1, a dozen 2:1, red 1:1. The zeros are the house edge — pockets the payout table pretends do not exist. One zero makes the gap 2.70%; the American second zero doubles it to 5.26% for identical payouts.

Every standard bet on the same wheel carries the same edge. Inside bets pay more only because they hit less, in exact proportion — there is no combination of standard bets that changes the long-run number.

The practical rule this calculator makes visible: between two wheels with the same payout table, always sit at the one with fewer zeros. It is the only roulette decision that changes the maths.

# probability, expected value and edge from pocket counts
probability = pockets_covered ÷ pocket_total (37 EU / 38 US)
ev_per_spin = probability × payout × stake − (1 − probability) × stake
house_edge = −ev_per_spin ÷ stake × 100

Methodology

Probability is winning pockets over total pockets (37 European, 38 American). Expected value pays out the published ratio on a win and forfeits the stake on a loss; the house edge is the negative of that expectation as a share of the stake. Every figure derives from the same pocket counts, so they cannot disagree.