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How to Win at Roulette

How to Win at Roulette and What Really Affects Your Odds

Red has landed several times in a row, and someone at the table is already claiming that black is “due”. Another player raises their stake, convinced that a single win will make up for all their previous losses. Situations like these raise the question of how to win at roulette and whether luck can be turned into a reliable strategy.

You can win an individual roulette bet or finish a session in profit. However, no betting system can guarantee a profit or eliminate the house edge in a standard game. What you can control is your choice of table, the type of bet you place and how much money you put at risk.

If you are considering roulette among the live casino games available, check the number of zeros on the wheel and the payout table before choosing a table. In this guide, we distinguish between the probability of winning a bet and making an overall profit, and explain why popular roulette betting strategies have their limitations.

Winning a Bet Is Not the Same as Making a Profit

Winning a bet means the ball has landed on a number or group of numbers you have bet on. Making a profit means ending up with more money than you started with after accounting for all your stakes and payouts. These two outcomes are not the same, especially when you place multiple bets in a single spin.

Consider a simple example. You place a 100-dinar bet on red and another 100-dinar bet on black, for a total stake of 200 dinars. If a red number comes up, the winning bet returns your 100-dinar stake along with 100 dinars in winnings. Your bet on black loses, leaving you with no net profit or loss for that spin. If zero comes up, you lose both bets on a standard European roulette wheel.

That is why payouts should always be considered in relation to your total stake. To understand odds such as 35:1 or 2:1, it helps to know the basic rules of roulette and how payouts work. Throughout this article, these ratios refer to net winnings on a winning bet, with the original stake returned separately.

What Are Your Chances of Winning at Roulette?

A standard European roulette wheel has 37 pockets: numbers 1 to 36 and a single zero. There are 18 red numbers and 18 black numbers, so a bet on either colour covers 18 of the 37 possible outcomes. The probability of winning this type of bet is approximately 48.65%, not 50%.

The table below compares three common types of bets on a single-zero European roulette wheel. Each pocket has an equal probability of being hit. The figures are based on standard payouts, with no additional multipliers or special rules.

Bet TypeNumbers CoveredChance of WinningNet Payout
Straight-up (single number)1 out of 372.70%35:1
Dozen or column12 out of 3732.43%2:1
Red or black, even or odd, or 1–18/19–3618 out of 3748.65%1:1

Bets with a higher probability of winning generally offer smaller payouts. You are less likely to hit a single number, but the payout relative to your stake is much higher when you do. However, this does not mean that betting on a colour offers a better long-term return than betting on a single number. For all the standard bets listed above, the house edge is the same, at approximately 2.70% of the total amount wagered.

The main difference lies in the volatility of the results. Straight-up bets can result in longer losing streaks, followed by occasional larger payouts. Colour bets tend to produce smaller, more frequent wins, but they can also lose several times in a row.

Why the Roulette Variant Changes the Maths

The number of green pockets and the rules that apply when the ball lands on zero directly affect the expected return.

  • European roulette has a single zero and 37 pockets in total. With the standard payouts shown in the table above, the house edge is approximately 2.70%.
  • American roulette has both a single zero and a double zero, giving it 38 pockets. The additional pocket reduces the probability of winning, while the payouts remain the same. As a result, the house edge on the same bets increases to approximately 5.26%.

Some single-zero roulette tables offer the La Partage rule, under which players get half their stake back if the ball lands on zero. This rule applies only to even-money bets: red or black, even or odd, and low (1–18) or high (19–36).

Because you lose only half your stake rather than the entire amount when zero comes up, the house edge drops from approximately 2.70% to 1.35%. This rule does not apply to straight-up bets, dozens or columns.

Before choosing a table, check whether the La Partage rule is in effect. Roulette variants with multipliers may have different base payouts and RTP values compared with classic European roulette.

What the House Edge and RTP Mean for Your Money

The house edge represents the expected loss as a proportion of the total amount wagered over a large number of bets. In standard European roulette, it is approximately 2.70%, corresponding to a theoretical return to player (RTP) of around 97.30%. This does not represent the probability of winning your next bet.

If your total stakes amount to 20,000 dinars, the mathematically expected loss at a house edge of 2.70% is approximately 540 dinars. The actual outcome of a single session could be a profit, a small loss or a considerably larger loss. Roulette does not guarantee that you will lose exactly that amount.

Total stakes are not the same as your initial deposit. You can wager the same money multiple times by placing returned stakes and winnings back on the table. That is why the expected loss is calculated based on the total amount wagered across all bets, rather than just the amount you started with. Playing more rounds with the same stake increases the total amount wagered and, consequently, the expected loss.

Can the Martingale and Other Strategies Guarantee a Win?

The Martingale system involves doubling your stake after every loss on an even-money bet and returning to your original stake after a win. If you can continue the sequence and eventually win, that winning bet recovers all previous losses in the sequence and leaves you with a profit equal to your initial stake. The problem is that your bankroll and the table’s maximum bet limit how long you can continue.

Starting with 100 dinars, seven consecutive losses would mean stakes of 100, 200, 400, 800, 1,600, 3,200 and 6,400 dinars. Your total loss would be 12,700 dinars, and the next required stake would be 12,800 dinars. Even after such a losing streak, the probability of red coming up is no higher than it was before.

Fibonacci, D’Alembert, Labouchere and Paroli use different rules for adjusting stakes. Our detailed guide to roulette betting systems explains how they work and what sets them apart. They all share the same limitation: they change stake sizes and how risk is distributed, but they cannot turn a standard game with a negative expected return into a reliable source of income.

Covering More Numbers Does Not Guarantee a Higher Profit

By combining bets, you can increase the number of outcomes that result in a payout. At the same time, your total stake increases, as does the amount you stand to lose if a number you haven’t covered comes up. That is why the percentage of pockets covered does not, on its own, indicate whether a combination of bets is profitable.

If you stake 100 dinars on each of two different dozens, you cover 24 of the 37 pockets, or approximately 64.86%. If either of those dozens wins, you receive 300 dinars, including the winning 100-dinar stake. Since your total stake is 200 dinars, your net profit is 100 dinars. If the third dozen or zero comes up, you lose the entire 200 dinars.

The same principle applies to the Orphelins roulette bet, which covers eight numbers: payouts must be considered in relation to the total stake. Covering a section of the wheel does not eliminate the house edge. Even if you place 10 dinars on each of the 36 numbered pockets, a winning number from 1 to 36 returns 360 dinars in total, leaving you with no net profit. If zero comes up, you lose the entire 360 dinars.

Why Hot Numbers and Colour Streaks Are Not a Winning Formula

If red has come up five times in a row, the probability of black coming up on the next spin of a fair European roulette wheel remains 18/37. Previous results do not mean that the colours are more likely to even out over the next few spins.

The same applies to a number that has not appeared for a long time. Its probability remains 1/37 on every independent spin. A “cold” number is no more likely to come up simply because it has been absent for a while, and a “hot” number has no special advantage just because it has appeared repeatedly in recent spins.

A record of previous results describes spins that have already taken place; it does not predict the next outcome. The claim that red and black will each appear exactly 50 times in 100 spins ignores both the green zero and the natural variation that occurs in a relatively small sample.

How to Set Limits Before Your First Spin

If you decide to play, set a budget in advance that you can afford to lose without affecting your everyday expenses. Treat it as the cost of entertainment. Decide when you will stop playing, too, so that your decision to play another round does not depend solely on whether you are currently ahead or behind.

Check the minimum and maximum stakes, the payout table and any special rules. Keeping your stakes consistent makes it easier to track your spending, but it does not change the maths of the game. Increasing your stakes to recover losses simply puts more money at risk under the same conditions.

If a demo mode is available, you can use it to familiarise yourself with the table layout and how payouts are calculated. Winning in a demo game does not predict the outcome of real-money play. Similarly, stopping while you are ahead can help you keep your winnings, but it is not a strategy that guarantees a profit in every session.

When you reach your preset limit, stop playing. Do not raise it because you feel a win is just around the corner. If you find it difficult to stop or gambling starts affecting your responsibilities, take a break and seek support.

One Last Spin, with Realistic Expectations

The answer to the question of how to win at roulette starts with understanding the difference between what you can control and what you cannot predict. The table rules affect the expected return, the type of bet determines your probability of winning and the size of the payout, and your stake determines how much money you put at risk.

None of these choices guarantees a win. Roulette should therefore be treated as a form of entertainment for adults, with a spending limit set in advance, rather than as a way to make money or recover losses. Understanding the maths helps you understand what a bet really means before the ball starts spinning.

Frequently Asked Questions About Winning at Roulette

Is there a guaranteed way to win at roulette?

No. In a standard game, no betting system can guarantee a profit or eliminate the house edge. Individual wins and profitable sessions are still possible.

Which roulette bet has the highest chance of winning?

On a standard European roulette wheel, even-money bets on red or black, even or odd, and low (1–18) or high (19–36) offer the highest probability of winning a single bet. Each covers 18 of the 37 pockets, giving it a probability of approximately 48.65%.

Does the Martingale system guarantee that you will recover your losses?

No. A long losing streak can deplete your bankroll or force you to place a bet that exceeds the table limit before you win.

Must black come up after a streak of red?

No. On a fair European roulette wheel, the probability of black remains 18/37 on every spin, regardless of the previous results.

What is the advantage of roulette with the La Partage rule?

On a single-zero roulette table, the La Partage rule reduces the house edge to approximately 1.35% on eligible even-money bets. It does not apply to all types of bets.

Does an RTP of 97.30% mean I will get that much money back?

No. RTP represents the theoretical long-term return as a percentage of the total amount wagered. The outcome of an individual session can differ considerably from that figure.