Guide 3 of 8 / 7 min read
House Edge, RTP and What Casino Games Actually Cost You
Edge times turnover
One hour of
Blackjack, basic strategy
- Bets
- 80
- Wagered
- $800
- Cost
- $3.28
$10 a bet at 80 decisions an hour is $800 wagered. A 0.41% edge on that is an expected cost of $3.28 an hour, a long-run average that a single hour can land far from in either direction.
The house edge is the share of every bet a casino keeps on average over the long run. A 1% edge means that for every 100 you wager (not deposit, wager) you lose 1 on average. It is fixed by the rules of the game, it applies to total turnover rather than your buy-in, and no betting pattern changes it.
Written and reviewed by Alexander Korsager · last reviewed October 7, 2026 · corrections
The short version
Edge and RTP are one number
A 96% RTP game has a 4% house edge. The two terms describe the same long-run split.
The edge applies to turnover
What a game costs on average is the edge times everything you wager, not the edge times your buy-in.
Pace matters as much as edge
The same time at the same stake can cost ten times as much depending on the game.
Understanding how the edge translates into real money is the difference between a cheap evening and an expensive one, because the same amount of time at the same stake can cost ten times as much depending on the game.
01 / 05
House edge, RTP and hold
House edge and return to player (RTP) are two sides of one number: a 96% RTP slot has a 4% house edge. RTP is the common term for machines, house edge for table games, but they describe the same long-run split.
- Returned to players (RTP)
- 96%
- House edge
- 4%
One split, named from either side.
Hold is different, it is the casino's actual retained percentage of what players brought to the table on a given day, which is inflated by players rebetting their winnings. Hold is usually much higher than the house edge, and that gap is the key to how the edge really works.
A 200 buy-in wagered 10 times over at a 2% edge: an expected 40 kept.
02 / 05
When a computed edge and a published RTP do not quite match
Every edge figure on this page, and on this site's blackjack, baccarat and roulette tools, is computed directly from the rules of the game: the arithmetic is shown, and a test pins it to what those rules imply. That is a different kind of number from what a casino software studio publishes for one of its own games, which is a return-to-player figure for one specific, shipped build rather than for a rule set in the abstract.
This site's slot RTP reference (actfap.com/rtp) now also carries provider-published figures for real table-game and video poker software from Pragmatic Play, each read from the studio's own page and dated. Where a studio's figure and this site's computed one describe the same bet on the same rules, they can land within hundredths of a point: Pragmatic Play publishes 97.3% for a European-wheel roulette title (read 2026-09-14), matching the 97.30% return this page's 2.70% single-zero edge implies almost exactly.
Computed edge vs. published RTP, same bet
| Bet | This site computes | Provider publishes | Gap |
|---|---|---|---|
| Roulette, European single-zero | 97.30% | 97.30% | 0.00 pts |
| Baccarat, Player | 98.76% | 98.76% | 0.00 pts |
“This site computes” is 100% minus the edge this page’s own house edge model (@/tools/house-edge/edges) derives from the rules, the same figure House Edge, Roulette Payouts and Baccarat Odds render. “Provider publishes” is read directly off each studio’s own game page, dated below. The computed and published figures are two different kinds of claim, a rule set versus one shipped build, so a gap would not automatically mean either is wrong; here both land on the same hundredth of a point.
- Pragmatic Play’s “Roulette™”, read from the provider’s own page on 2026-09-29.
- Pragmatic Play’s “Baccarat”, read from the provider’s own page on 2026-09-29.
They will not always agree, and a gap is not automatically an error on either side. A studio's build can run a different deck count, a different soft-17 rule, or a rule this site's tools do not model at all, and the studio's own page rarely says which. The gap itself is informative: it is closer than a marketing page or a theoretical edge alone gets to showing which specific rules a real online table is actually running. The blackjack, baccarat, roulette and video poker tools each note where their own figure sits against the closest published comparison.
03 / 05
Edge times turnover
What drains a bankroll is the house edge multiplied by everything you wager, and total turnover in a session is many times your buy-in because you keep rebetting. A 200 buy-in on a game where you cycle through it ten times generates 2,000 of turnover; a 2% edge on that is an expected 40 loss, not 4.
200 × 10 = 2,0002,000 × 2%40
Turnover is decisions per hour times average bet. A blackjack player seeing 80 hands an hour and a slots player spinning 600 times an hour at a tenth of the stake are wagering similar amounts per hour, but if the slot's edge is ten times higher, it costs ten times as much.
What an hour actually costs, at $10 a bet
Blackjack, basic strategy
$3.28/hr · 0.41% edge · 80 decisions/hr
European roulette
$10.80/hr · 2.7% edge · 40 decisions/hr
Keno
$21.60/hr · 27% edge · 8 decisions/hr
Slots, typical $1+ machine
$360.00/hr · 6% edge · 600 decisions/hr
Same $10 average bet for every row, so the gap is edge and pace alone. Keno’s edge is more than four times slots’, but its pace is so much slower that a typical dollar slot still costs about 110 times as much an hour as blackjack, the cheapest row here, and more than keno itself. Craps backed with odds is left off this figure on purpose: the odds bet puts several times the average bet at risk behind it, so pricing it at this figure’s flat average would understate what is actually on the table, not what an hour of it costs. This is a long-run average, the same caution “Variance still decides your night” below makes explicit: a single session can land far from any of these figures in either direction. The bars above are log-scaled to fit a roughly 110-to-1 spread on one chart, so the visual gap between them understates how much larger the real gap is. Methodology and sourcing below.
04 / 05
Cheapest and most expensive bets
Per dollar wagered, the lowest edges belong to craps backed with 3–4–5× odds: don't pass at 0.27% and pass line at 0.37%. Both figures assume maximum odds are taken every time, which puts several times your base bet on the table, so the edge is lower because the amount at risk is larger. Comparing base bets alone, blackjack with correct basic strategy comes next (about 0.41% on a six-deck game where the dealer stands on soft 17), then 9/6 Jacks or Better at optimal play (0.46%), then baccarat banker (1.06%).
House edge, cheapest to most expensive
Craps, Don't pass + 3–4–5× odds (0.27%)
Craps, Pass line + 3–4–5× odds (0.37%)
Blackjack, basic strategy, 6-deck S17 (0.41%)
Video poker, 9/6 Jacks or Better, optimal (0.46%)
Baccarat, Banker (5% commission) (1.06%)
Roulette, European single-zero (2.70%)
Roulette, American double-zero (5.26%)
Roulette, American triple-zero (7.69%)
Bars are log-scaled: the most expensive row here costs about 28 times the cheapest, a gap the bars themselves understate so both ends fit on one chart. Full detail is in the list above. Methodology and sourcing below.
Craps, Don't pass + 3–4–5× odds and Craps, Pass line + 3–4–5× odds assume maximum odds taken every time.
The most expensive are proposition and one-roll bets: the tie in baccarat (14.36%), any-seven in craps (16.67%), the big six wheel (often 11–24%) and keno (25% or more). American roulette at 5.26% sits below the newer triple-zero wheel at 7.69%, with tight slots at 10% or more above both.
Proposition and one-roll bets, against two roulette wheels.
The single-zero wheel beats the double-zero one on every bet, but only when neither table offers a half-back rule. Where a table returns half an even-money stake on zero instead of taking it all (surrender on a double-zero wheel, la partage on a single-zero one), a surrendered double-zero table costs 2.63% on those six bets, cheaper than a plain single-zero wheel's 2.70%. It applies to red, black, odd, even, 1 to 18 and 19 to 36 only, not to the rest of the layout. A third wheel with 0, 00 and 000 has spread across Las Vegas since 2016 and costs 7.69% on every bet, no half-back rule offered. The Roulette Payouts tool has the full rule-by-rule numbers, including the triple-zero wheel.
The surrender figure covers the six even-money bets only.
- Craps, Don't pass + 3–4–5× odds, 0.27% (maximum odds taken every time)
- Craps, Pass line + 3–4–5× odds, 0.37% (maximum odds taken every time)
- Blackjack, basic strategy, 6-deck S17, 0.41%
- Video poker, 9/6 Jacks or Better, optimal, 0.46%
- Baccarat, Banker (5% commission), 1.06%
- Roulette, European single-zero, 2.70%
- Roulette, American double-zero, 5.26%
- Roulette, American triple-zero, 7.69%
- Slots, typically 4–10%
- Keno, 25% or more
05 / 05
Variance still decides your night
The house edge is a long-run average. Over a few hours, variance dominates: you can easily walk out well ahead or well behind what the edge predicts. The edge only shows up reliably over tens of thousands of bets, which is exactly why the casino, which sees that volume, always wins in aggregate and you might not on any given visit.
Start120 spins
- What the edge predicts
- 6 sample sessions
- Expected cost of 120 even-money bets of $10 on a single-zero wheel
- $32.40
The sample sessions come from a fixed seed and are an illustration, not a forecast.
Check yourself
Can you price a game now?
1 / 3
A slot has a 96% RTP. What is its house edge?
2 / 3
You buy in for 200 and cycle through it 10 times on a game with a 2% edge. What is the expected loss?
3 / 3
At $10 a bet, keno has a 27% edge at 8 decisions an hour, and a typical dollar slot a 6% edge at 600. Which costs more per hour on average?
Pick an answer to see the working. Nothing is scored or saved.
Try it
Put your own numbers through it
- House Edge Comparison The house edge on every common casino bet, side by side, and what it costs you per hour.
- Roulette Payouts Look up any bet's true odds
- Baccarat Odds & Commission Rank every bet on the layout
- Blackjack Basic Strategy Trainer Set your table's rules, see the chart they produce and the cells that move, then drill it hand after hand.
- Slot Volatility Simulator See how often a bankroll busts
- Craps Odds & House Edge The house edge on every craps bet, derived from the dice, and how much taking odds behind the line cuts it.
- Video Poker Return Calculator Type in any pay table and get the exact optimal-play return, solved over all 2,598,960 deals.
FAQ
- Which casino game has the best odds?
- Per dollar wagered, craps backed with 3–4–5× odds: don't pass at 0.27% and pass line at 0.37%. Both assume maximum odds every time, which puts several times your base bet on the table, so the edge is lower because the amount at risk is larger. On base bets alone, blackjack with correct basic strategy (0.41%) and 9/6 Jacks or Better at optimal play (0.46%) come next, then baccarat banker at 1.06%.
- Does a higher RTP mean I will win more?
- It means you lose less on average over a very long run. In a single session variance dominates, so a 96% game and a 94% game can easily produce the opposite of what their RTP suggests.
- Can I reduce the house edge with a betting system?
- No. As long as each individual bet is negative expectation, every combination of those bets is too. Systems only change how the fixed expected loss is spread across time.
Where these figures come from
This page keeps two kinds of figure apart. One kind is read at build time from this site's own House Edge tool table, edges.ts, the same game models that render Craps Odds, Blackjack Strategy, Baccarat Odds and Roulette Payouts, so this guide cannot quietly disagree with those pages about the same bet; a test re-derives each one independently and fails the build on drift. Which of these figures belong to that group is stated as data below rather than in this paragraph, precisely because restating it in prose is what went wrong the last two times. The other kind is transcribed from a named external citation rather than computed here at all, and stays that way on purpose: presenting a published range as a mechanically ranked point figure would be false precision, not a fix. Which of the page's figures fall into this group and what each is cited to is likewise stated as data below. Two things about that split are worth saying that the data cannot say for itself. First, a figure being derived does not mean every fact near it is: the triple-zero wheel's edge is computed, but that a 39-pocket wheel paying a number 35 to 1 actually exists on casino floors is not something the arithmetic establishes, so it carries a second citation (americancasinoguidebook.com's triple-zero guide, retrieved 2026-09-12) on top of the tool page. The same is true of the half-back rule itself: the surrendered double-zero wheel's edge is computed like any other roulette figure on this page, but that either wheel actually offers a half-back rule is a fact about what a casino floor runs, not something this page's arithmetic can establish on its own. Second, the 'what an hour actually costs' figure in 'Edge times turnover' is a separate derivation from the same source: it uses sessionCost, the identical function house-edge.tsx calls for its own 'Per hour' column, at that tool's own default $10 average bet, so the guide's figure and the tool's panel cannot disagree about what a row costs. The pace each row assumes (blackjack 80/hr, European roulette 40/hr, keno 8/hr, dollar slots 600/hr) is edges.ts's own ROWS.speed field, a representative pace stated as an assumption there, not a measurement. The two craps-odds rows are excluded from that figure because their edge is only that low when several times the average bet is also riding on the odds behind it, which a flat per-row average bet cannot represent honestly. Eleven of the figures above are read directly from edges.ts and re-derived independently by house-edge-ranking-data.test.ts, which fails the build if any of them drift. One of the figures above is read directly from edges.ts and re-derived independently by edge-rtp-comparison-data.test.ts, which fails the build if any of them drift. Five further figures are transcribed rather than derived, each reproducing the figure or range its cited source publishes: Big six wheel (often 11.11% to 24.07%), cited to Wizard of Odds (retrieved 2026-09-07); Keno (often 25% to 29%), cited to Wizard of Odds (retrieved 2026-09-07); La partage, single-zero half-back rule (1.35%), cited to wizardofodds.com and casinonewsdaily.com's surrender-rule guide (retrieved 2026-09-10); Pragmatic Play published return-to-player figure for a European-wheel roulette title (97.3%), cited to Pragmatic Play's own published return figure (retrieved 2026-09-14); Pragmatic Play published return-to-player figure for Baccarat (98.76%), cited to Pragmatic Play's own published return figure (retrieved 2026-09-29). One further figure is composed here rather than reproduced directly from the cited source: Slots (typically 4% to 10%, depending on denomination and machine), cited to Nevada Gaming Control Board revenue filings (retrieved 2026-09-17): the 4% low end is the lowest individual denomination NGCB measures statewide ($5 machines, 4.37%), rounded down to a whole percent; it sits below the slots-dollar row's own 6.01% dollar-weighted 'typical $1+ machine' figure because this bracket describes the spread across denominations and machine types, not a single typical machine, the same distinction slots-penny draws from the other end. The 10% top end is this site's own figure for a tight machine, chosen above the slots-penny row's measured 8.79% statewide mean; NGCB does not publish a top figure for a tight machine, and this page does not claim it does.
Verification
Checked against this site's own /tools/house-edge comparison table (edges.ts, provenance.ts) and, one level further back, Wizard of Odds, americancasinoguidebook.com and casinonewsdaily.com for the rows house-edge itself transcribes rather than derives: agrees on every figure in this guide's cheapest/most-expensive list, the prose and FAQ answers restating it, the misuse note, the triple-zero and half-back roulette figures, the four per-hour figures in the 'what an hour actually costs' figure, and the two rows of the 'computed edge vs published RTP' figure (European roulette, baccarat player, each against its own matching provider citation; the figure's third row, baccarat banker against Play'n GO's Mini Baccarat, was removed on #1451 when Play'n GO withdrew that citation) (verified by edges.test.ts (house-edge tool), src/guides/figures/house-edge-ranking-data.test.ts (this guide's cheapest/most-expensive figures), src/guides/figures/cost-per-hour-data.test.ts (this guide's own per-hour figure) and src/guides/figures/edge-rtp-comparison-data.test.ts (the computed-vs-published RTP figure, #1255: re-derives every row's computed figure from edges.ts and published figure from RTP_RECORDS independently, including an assertion that fails the build if a row's providers ever disagree with each other); the transcribed big six, keno, tight-slots and la partage figures have no automated cross-check and were checked by hand against edges.ts and the cited sources on 2026-09-29, since no automated cross-check between a guide's prose and an external citation exists yet).
Know the risk
- Comparing craps at 0.27% against blackjack at 0.41% as if they cost the same to access. The 0.27% figure assumes maximum 3-4-5x odds taken on every point, several times your base bet at risk each roll; a player who does not take full odds every time is paying a materially higher effective edge than the headline number.
- Reading a 96% RTP slot as meaning you get 96 back for every 100 played in a session. RTP is a long-run average measured over tens of thousands of spins or more; a single session is dominated by variance and can easily land far from it in either direction.
- Treating hold and house edge as the same number. Hold, what a casino actually keeps of the money players bring to the table, is inflated by players rebetting their winnings and is usually much higher than the house edge; using hold to estimate your own expected loss overstates it substantially.
Gambling can cause serious harm. The National Problem Gambling Helpline is free, confidential and open 24/7, call or text 1-800-MY-RESET (1-800-697-3738), or chat at ncpgambling.org/chat.