A street bet in roulette covers one horizontal row of three numbers on the main number grid. A chip placed at the outer edge of the row containing 10-11-12, for example, wins when the ball lands on 10, 11, or 12. The standard payout is 11 to 1.
Street is an inside bet. It covers more numbers than a straight-up bet or split bet, but fewer than a six-line bet. That trade-off gives it a higher hit probability than the narrower bets and a lower payout.
The printed row determines the three numbers
The main roulette grid is arranged in twelve three-number rows:
1-2-3 | 4-5-6 | 7-8-9 | ... | 34-35-36
Each horizontal row is a standard street. The chip is placed on the outside line at the end of that row.
| Chip position | Standard wager | Numbers covered |
|---|---|---|
| Center of one number | Straight up | 1 |
| Line between two numbers | Split | 2 |
| Outer end of one horizontal row | Street | 3 |
| Intersection of four numbers | Corner | 4 |
| Outer junction between two rows | Six line | 6 |
The placement distinction matters at a live table. A chip sitting on the junction between two streets may indicate a six-line wager rather than one street. The dealer and surveillance can only settle the bet that was actually placed and accepted, not the bet the player later says was intended.
The 11-to-1 payout means 11 units of profit plus the returned stake
Suppose you place $5 on 16-17-18.
If one of those three numbers wins:
- profit =
$5 × 11 = $55 - returned stake =
$5 - total returned =
$60
If the ball lands on any other pocket, the $5 street wager loses.
The phrase 11 to 1 describes profit odds. It does not mean the casino returns only $11 for a $1 winning wager. A $1 winner generates $11 profit and returns the original $1, for $12 back in total.
A street hits 3 of 37 pockets on single-zero roulette
On a standard single-zero European-style wheel there are 37 pockets: 0 and 1 through 36. A standard street covers three numbered pockets.
Probability of winning = 3 / 37 ≈ 8.108%
Probability of losing = 34 / 37 ≈ 91.892%
If the wager paid at true odds, the profit payout would need to compensate exactly for those 34 losing pockets against 3 winners:
True profit odds = 34 / 3 ≈ 11.333 to 1
The standard payout is 11 to 1, slightly lower than true odds. That gap produces the house edge.
For a one-unit bet:
EV = (3/37 × 11) + (34/37 × -1)
EV = -1/37 ≈ -0.02703
So the standard single-zero street has a house edge of about 2.70%.
The same 11-to-1 payout costs more on a double-zero wheel
American double-zero roulette has 38 pockets: 0, 00, and 1 through 36. The street still covers only three regular numbers and still normally pays 11 to 1.
Probability of winning = 3 / 38 ≈ 7.895%
For a one-unit wager:
EV = (3/38 × 11) + (35/38 × -1)
EV = -2/38 ≈ -0.05263
The house edge is therefore about 5.26% on the standard three-number street.
The street did not become a different bet. The wheel gained an additional losing pocket while the normal payout remained unchanged.
Street does not mean “any three numbers”
A street is tied to the layout. Betting 5, 17, and 29 is not one street; those are three separate straight-up selections if wagered individually.
Likewise, a vertical group is not a street. The numbers 2, 5, 8, 11 and so on belong to a column structure, while a street follows one printed horizontal row.
This terminology matters because roulette bet names describe precise chip positions. “Three numbers” is not enough information unless those numbers form the appropriate row or another specifically approved three-number combination.
Zero-area combinations need their own rule, not an assumption
Standard streets in the main grid are 1-2-3 through 34-35-36. Roulette layouts can also offer special wagers around zero, and some approved variants include three-number combinations involving zero or double zero. Those are governed by the posted layout and rules.
Do not assume that every group of three adjacent-looking pockets is automatically a standard street. The safest description is: a standard street covers one horizontal three-number row in the 1-36 grid. Any special zero-area combination should be identified by the table’s actual rule.
Nevada’s current Live Roulette Rules of Play list Street as a three-number wager paying 11 to 1, alongside straight, split, corner, six-line, column, and dozen bets. See the regulator’s Live Roulette Rules of Play.
A higher hit rate does not mean a lower standard house edge
A street hits more frequently than a one-number or two-number inside bet because it covers more pockets. The payout falls at the same time.
On a single-zero wheel:
| Standard inside bet | Numbers covered | Standard payout | Approx. hit probability |
|---|---|---|---|
| Straight up | 1 | 35:1 | 2.70% |
| Split | 2 | 17:1 | 5.41% |
| Street | 3 | 11:1 | 8.11% |
| Corner | 4 | 8:1 | 10.81% |
| Six line | 6 | 5:1 | 16.22% |
Despite those different hit frequencies and payouts, the conventional versions of these bets on the same single-zero wheel share the same 2.70% house edge. The same principle gives the conventional bets a 5.26% edge on a standard double-zero wheel.
So “safer” is the wrong word. A street is less likely to miss on a single spin than a straight-up bet, but it does not normally offer a better long-run price.
One winning street does not make another street due
Roulette spins are separate random trials under normal play. If 1-2-3 has not won for fifty spins, that drought does not create a debt that the wheel must repay. The probability of 1-2-3 on the next single-zero spin remains 3/37 under the standard model.
The same applies after repeated hits. Three street wins in a short stretch do not make a fourth street win more or less likely by themselves.
This is where true odds and payout odds are more useful than streak stories. True probability describes the wheel. Payout odds describe what the table pays.
Chip placement is part of the wager definition
Consider a player who wants $10 on 16-17-18 but places the chip at the outer junction shared by the 16-17-18 row and 19-20-21 row. That location normally describes the six-line wager covering all six numbers.
If betting closes and the ball lands on 18, the player cannot reliably convert the visible six-line placement into a street by saying, “I meant the row above.” Clear chips, dealer calls, and accepted positions protect both sides of the transaction.
For beginners, the easiest routine is:
- identify the three-number row;
- follow it to the outside edge;
- place the chip cleanly on that row’s street line;
- confirm the minimum and chip denomination before betting closes.
The street is best understood as a precise location plus a fixed payout
The essential facts are compact: three numbers, one horizontal row, 11-to-1 standard payout. But the useful understanding goes further. The wheel type determines hit probability and house edge; the chip position determines which wager exists; and the posted rules determine whether special zero-area combinations are available.
To compare neighboring wagers, continue with Split Bet, Six-Line Bet, Inside Bet, Payout Odds, and True Odds.
Changing bet size changes dollars at risk, not the street’s probability
A $1 street and a $100 street on the same wheel cover the same three pockets. The larger wager does not make the row more likely to hit; it only scales the financial result.
On a single-zero wheel, both bets still have a 3/37 chance of winning on the next spin. The $1 wager produces $11 profit on a win and loses $1 otherwise. The $100 wager produces $1,100 profit on a win and loses $100 otherwise. Probability and house-edge percentage stay the same while the dollar variance becomes much larger.
This is why a progression system cannot improve the underlying street odds. Increasing after losses changes stake exposure, not the wheel’s 3/37 or 3/38 structure.