Use this roulette odds calculator to check the chance that at least one of your selected bets wins on a European single-zero wheel. Select positions on the layout, then press Calculate. The result counts the distinct numbers covered and divides that total by 37.
Read the percentage as a chance of receiving a payout. The calculator does not accept stake amounts or calculate the net profit from a round. Overlapping bets can pay together, while other wagers lose. Our roulette odds guide explains probabilities, payouts, and house edge.
h2>How to use the roulette odds calculator
The tool uses a 37-pocket wheel with numbers 1 to 36 and one zero. Its percentage assumes each pocket is equally likely on a spin. No deposit or real-money wager is involved in using the calculator.
Use the layout positions below to build a selection. For a detailed explanation of chip placement and individual payouts, open our roulette bets guide.
| Bet | Position on the layout | Numbers covered |
|---|---|---|
| Straight up | The center of one numbered cell, including 0 | 1 |
| Split | The shared border between two adjacent numbered cells | 2 |
| Street | The outside edge of a row of three numbers | 3 |
| Corner | An interior intersection shared by four numbered cells | 4 |
| First four: 0, 1, 2, 3 | The outside junction between zero and the first numbered row | 4 |
| Six line / double street | The outside intersection between two adjacent rows of three | 6 |
| Dozen | 1–12, 13–24, or 25–36 | 12 |
| Column | The 2:1 position at the bottom of a column | 12 |
| Red, black, odd, even, low, or high | The matching outside position; low is 1–18 and high is 19–36 | 18 |
The calculation is distinct covered numbers ÷ 37 × 100. A straight-up bet covers one number and returns 2.70%. Red covers 18 and returns 48.65%. These are probabilities rounded to two decimal places.
For combinations, the calculator counts the union of the selected numbers. Each pocket appears once in that count, even when several bets cover it. Adding a second bet can leave the result unchanged if all of its numbers were already covered.
Press Clear bets before each example, add the listed selections, and press Calculate.
| Selection | Distinct numbers covered | Expected result | How to interpret it |
|---|---|---|---|
| Number 17 | 1 | 2.70% | One possible winning number out of 37 |
| Red | 18 | 48.65% | Any of the 18 red numbers produces a winning bet |
| Red + number 1 | 18 | 48.65% | Number 1 is already red, so it adds no new covered pocket |
| Red + number 2 | 19 | 51.35% | Number 2 is black and adds one covered pocket |
| Red + first dozen | 24 | 64.86% | Six red numbers belong to the first dozen and are counted once |
| Red + black | 36 | 97.30% | Zero remains uncovered; the figure does not establish a profitable round |
| Red + black + number 0 | 37 | 100.00% | Every pocket produces at least one winning bet, while the total return still depends on the stakes and payouts |
Suppose you place $1 on red and $1 on black at a standard European table. A red or black result returns $2 from the winning bet against a $2 total stake, so the round breaks even. Zero loses both bets. The 97.30% coverage figure describes the chance of receiving a payout, while the chance of a net profit for that equal-stake combination is zero.
Adding $1 on zero takes the coverage to 100% and the total stake to $3. A red or black result returns $2, leaving a $1 loss. A zero returns $36 from the straight-up bet, leaving a $33 profit. All pockets are covered, yet 36 of the 37 outcomes still produce a net loss in this example.
Net result = total money returned − total money wagered. To calculate it, you need the amount on every bet and the payout for each possible winning result. The calculator’s coverage percentage contains neither of those amounts.
Under the standard European paytable, ordinary bets retain a 2.70% house edge. Covering more numbers changes how often a bet can pay and how the round’s returns are distributed. It does not erase the average loss built into those payouts. The UK Gambling Commission explains house edge as an average share of stakes retained over time.
For expected value and the limits of betting systems, read our mathematical roulette strategy analysis. Our roulette tutorial covers the basic rules, and the live roulette strategy guide covers table selection and session limits. Use the calculator to understand a selection before risking money, and keep any gambling within an amount you can afford to lose.
It shows the chance that at least one selected bet wins on a fair 37-pocket European wheel. The calculation counts each covered number once. It does not calculate the chance of a net profit after all stakes.
No. This calculator uses one zero and 37 pockets. American double-zero roulette has 38 pockets, so a red bet has probability 18/38, or 47.37%, instead of 18/37, or 48.65%. Use the correct wheel and the specific game rules for any calculation.
The new bet may cover only numbers already included in your selection. For example, red already covers number 1. Adding a straight-up selection on 1 leaves 18 distinct pockets covered, so the result remains 48.65%.
No. It means every pocket produces at least one winning bet. Other bets can lose on the same spin. With $1 each on red, black, and zero, a red or black result returns $2 against a $3 total stake, leaving a $1 loss under standard payouts.
The current calculator records selected positions without accepting wager amounts. Clicking an already selected position does not increase its stake. Use the result to compare covered numbers; calculate cash returns separately from the actual stakes and paytable.
No. It calculates probability from the numbers selected on the layout. Under the fair, independent-spin model, previous results do not change the probability on the next spin. A high coverage percentage does not make a particular number due.