Video Poker Odds & RTP Explained: How Pay Tables Affect Your Chances

What RTP actually means

Return to player, almost always shortened to RTP, is the percentage of every dollar wagered on a game that gets paid back to players on average over a very large number of hands. A game with 99% RTP returns, on average, 99 cents of every dollar bet — not to you personally, and not tonight, but across a sample size so large that the short-term noise of any individual player's results washes out completely.

That last part is the piece beginners most often misread. RTP is a long-run statistical average, not a promise about any individual session. You can sit down at a 99.5% RTP game and lose your entire bankroll in twenty minutes, and you can sit down at that same game and triple your money in ten. Both outcomes are completely consistent with a 99.5% RTP, because RTP describes what happens when you add up millions of hands, not what happens in the hundred or so hands you'll actually play tonight. If you're brand new to the game itself, the full beginner's guide is the place to start before diving into the math on this page.

Why video poker's RTP is unusually knowable

Here's what makes video poker genuinely different from almost every other game on a casino floor: its RTP can be calculated exactly, in advance, by anyone with the patience to do the math. That's not true of slots, and it's worth understanding why.

A video poker hand is built from a fixed, known quantity — a standard 52-card deck (or a deck plus wild cards, depending on the variant) — combined with a hold/draw mechanic that's fully visible and a pay table that's printed directly on the game screen. Every input that determines your odds is right there in front of you. Because the deck composition is fixed and the payouts for every hand are disclosed, it's possible to compute the precise probability of landing every possible final hand under mathematically perfect play, multiply each probability by its payout, and arrive at an exact RTP figure — not an estimate, not a range, an exact number, out to two decimal places.

Slot machines don't work this way. A slot's RTP is set by reel weightings and a random number generator's underlying probability model, both of which are hidden inside the game's software. You can be told a slot pays out 96%, but you can't verify that number yourself by looking at the reels, and you have no way of confirming which specific symbols or bonus features are contributing what share of that return. Our guide on how slot RTP works goes into this in more detail, and if you want the full side-by-side comparison of how these two game types differ in transparency, volatility, and skill, see how video poker's RTP transparency compares to slots. The short version: video poker is one of the only games in the casino where the odds aren't a trade secret. They're arithmetic, sitting in plain view on the pay table.

The pay table: the single most important thing on the screen

The pay table is the grid displayed on the video poker screen — or printed above the buttons on an older cabinet machine — showing exactly how many coins each qualifying hand pays, at each bet level from 1 to 5 coins. A royal flush, straight flush, four of a kind, full house, flush, straight, three of a kind, two pair, and (in Jacks or Better games) a pair of jacks or better, each has its own row, and each row shows a payout multiplier per coin wagered.

This is the single most important thing to check before you put money into any video poker game — more so, arguably, than in almost any other game on the casino floor. The reason is simple: two machines can share the exact same name, the exact same cabinet artwork, and the exact same rules for which cards to hold, and still pay meaningfully different long-run returns purely because their pay tables differ. "Jacks or Better" isn't one game with one RTP — it's a family of pay tables, some of which are excellent bets and some of which are quietly terrible, and the only way to tell them apart is to actually read the numbers on screen before you sit down. If you haven't already, it's worth pairing this with the full hand ranking order so you know exactly which hand each row on the pay table refers to.

Reading the pay table shorthand: 9/6, 8/5, and 6/5

Because comparing full pay tables row by row is tedious, video poker players (and this guide) use a shorthand that names a pay table by its two most diagnostic numbers: the full house payout and the flush payout, both quoted for a 1-coin bet, separated by a slash. In "9/6 Jacks or Better," the 9 means a full house pays 9-for-1 and the 6 means a flush pays 6-for-1. In "8/5 Jacks or Better," those numbers drop to 8-for-1 and 5-for-1. In "6/5 Jacks or Better," they drop further still, to 6-for-1 and 5-for-1.

Why single out full house and flush specifically, rather than any other two hands on the table? Because in Jacks or Better-style games, those two hand types occur often enough to matter a great deal to overall RTP, but their payout is also large enough per occurrence that even a small change in the multiplier moves the total return noticeably. Almost everything else on a standard Jacks or Better pay table — royal flush, straight flush, four of a kind, straight, three of a kind, two pair, jacks or better — stays fixed across nearly every real-world variation of the game. The full house and flush rows are where operators actually make the cuts, which is exactly why they became the shorthand.

The RTP difference this produces is not small. Under mathematically perfect strategy:

• 9/6 Jacks or Better returns approximately 99.54%.
• 8/5 Jacks or Better returns approximately 97.3%.
• 6/5 Jacks or Better returns approximately 95%.

Look closely at what's driving that gap. Moving from 9/6 to 8/5 changes exactly one number on the pay table — the full house payout drops from 9-for-1 to 8-for-1, a difference of a single coin per full house — and it costs the player over two full percentage points of RTP. Moving from 8/5 to 6/5 changes two numbers by a combined three coins (full house down two, flush down zero in this specific step from 8/5, but the cumulative effect from 9/6 down to 6/5 spans a five-coin combined reduction across both rows) and costs roughly another two and a quarter points. A one- or two-coin difference on a single row of the pay table, repeated over the enormous number of hands a player deals across a real gambling career, compounds into a difference of tens of thousands of dollars in expected returns at any meaningful stakes. This is why regular video poker players learn to spot 9/6 versus 8/5 versus 6/5 almost instinctively — it's the fastest single check you can perform on a machine, and it tells you more about your expected outcome than almost anything else on the cabinet.

It's worth being clear that the X/Y shorthand is specific to Jacks or Better-style games built around a pair-or-better qualifying hand. Wild-card games like Deuces Wild use a different qualifying structure entirely (typically requiring three of a kind or better to pay anything at all, since low pairs don't qualify once wild cards are in the deck), so the diagnostic hand to check shifts accordingly — more on that below.

Why max-coin (5-coin) betting changes your RTP

Almost every video poker pay table has one deliberately irregular row: the royal flush. At 1 through 4 coins bet, a royal flush typically pays 250-for-1 per coin, scaling in a straight line with your bet size exactly the way every other hand on the table does. At 5 coins — max coin — that same royal flush jumps to roughly 800-for-1 per coin, a bonus far larger than the proportional scaling every other hand receives.

To see why this matters, compare the two paths directly. Betting 4 coins on a royal flush at 250-for-1 pays 1,000 coins (4 × 250). Betting 5 coins at 800-for-1 pays 4,000 coins — four times the payout for only 25% more money wagered. No other hand on the pay table behaves this way; every other row scales in exact proportion to your bet, so a full house that pays 45 coins at 5x is simply 9-for-1 multiplied evenly across 1 through 5 coins. The royal flush's disproportionate 5-coin jump is a bonus built specifically into the pay table to reward max-coin betting, and because a royal flush contributes a real (if small) share of total RTP, that bonus meaningfully raises the game's overall return — but only for players who actually bet the full 5 coins.

The practical takeaway is straightforward: betting fewer than 5 coins on a video poker machine doesn't just reduce the size of your wager, it also reduces the game's long-run RTP on that exact same pay table, because you're forfeiting access to the boosted royal flush payout while every other hand on the table pays you at its normal, non-bonus rate. A player who consistently bets 4 coins instead of 5 is accepting a lower theoretical return than the number printed on the cabinet, even though the cabinet, the pay table, and every other rule are identical. If your bankroll can't comfortably support 5-coin bets at a given denomination, the correct fix is to drop to a lower denomination and bet max coin there, not to bet fewer coins at a denomination you can't max out. This is one of the first rules covered in how to actually play optimal strategy, because it applies before a single card is even dealt.

How RTP is actually built, hand by hand

It helps to understand, in plain terms, where that final RTP percentage — 99.54%, 97.3%, whatever the number is for a given pay table — actually comes from. RTP is the sum, across every single possible final hand type, of the probability of landing that hand under optimal play multiplied by what that hand pays.

In other words, for every hand type on the pay table — royal flush, straight flush, four of a kind, full house, flush, straight, three of a kind, two pair, jacks or better, and the losing hands that pay nothing — you take how often that hand actually occurs when a skilled player is making the correct hold decision every time, multiply it by the coins it pays, and add all of those contributions together. The result is the theoretical RTP.

What makes this interesting is which hands actually drive the total. A pair of jacks or better is common — it happens on a large share of hands — but it only pays even money (1-for-1), so each individual occurrence contributes only a small amount to the overall total, even though there are a lot of occurrences. A royal flush, by contrast, is astronomically rare — measured in odds of roughly 1 in 40,000 hands with perfect strategy — but it pays 800-for-1 at max coin, so despite happening only a handful of times across an entire career of play, it still contributes a real, measurable slice of the total RTP. Full houses and flushes sit in between: uncommon enough to be meaningful "if I hit it" moments, but common enough, combined with genuinely large payouts, to move the needle on total RTP more than almost any other row on the table besides the royal flush itself.

This is exactly why a one- or two-coin change to the full house or flush payout swings RTP by whole percentage points, while changes to the jacks-or-better or two-pair rows (which rarely happen on real pay tables in the first place) would barely register — those hands occur too often at too low a payout to be a lever operators can quietly pull. The rare, big-money hands are where a pay table's real generosity or stinginess lives, which is exactly why experienced players check those specific rows first.

Theoretical RTP vs. what players actually get

Every RTP figure quoted for a video poker pay table — 99.54% for 9/6 Jacks or Better, 100.76% for full-pay Deuces Wild, and so on — assumes mathematically perfect strategy on every single hand. That's a meaningful assumption, because perfect strategy means making the statistically correct hold decision on every deal, including a large number of close, counter-intuitive spots where the "obvious" hold isn't actually the highest-value one.

Almost no real player achieves this consistently, even players who consider themselves solid. Small mistakes — holding a made pair over a four-card flush draw when the flush draw is actually correct, keeping a kicker card that should be discarded, misjudging a borderline two-pair-versus-draw decision — chip away at RTP a fraction of a percent at a time, and those fractions add up across a session. Industry estimates commonly put the gap between theoretical and real-world player RTP anywhere from half a percentage point to two or more percentage points, depending on how disciplined the player's strategy actually is.

This is exactly why the strategy side of video poker matters just as much as the pay table side. A 9/6 Jacks or Better machine with 99.54% theoretical RTP is only worth what its name suggests if you're actually playing close to optimal strategy on it; play it loosely and your real return could land closer to what an 8/5 machine offers to a perfect player. How to actually play optimal strategy walks through the hold/discard logic in detail — it's the other half of the equation this page focuses on, and neither half works particularly well without the other. A great pay table played poorly and a mediocre pay table played perfectly can end up producing surprisingly similar real-world results, which is a sobering thing to sit with the first time you understand it.

Volatility and RTP are not the same thing

It's easy to conflate RTP with how a game "feels" to play, but they measure two genuinely different things. RTP is the long-run average return — the number this entire guide has been discussing. Volatility (also called variance) is how much any individual session's results swing around that average, independent of what the average actually is.

Two games can post very similar theoretical RTP and still feel completely different to play, because one concentrates more of its return in rare, large-paying hands while the other spreads its return more evenly across common, smaller wins. Jacks or Better is a comparatively low-variance game: most of its return comes from frequent small wins (pairs, two pair) alongside occasional mid-size wins (three of a kind, straights, flushes), with the royal flush as a rare outlier. Double Double Bonus Poker, by contrast, can carry a similar or even slightly lower RTP than Jacks or Better on a comparable pay table, yet feels dramatically streakier to play, because a large share of its return is loaded into specific four-of-a-kind bonuses that pay enormous multipliers but hit far less often — meaning longer stretches of smaller results punctuated by occasional large spikes.

Neither structure is objectively better; they suit different players and different bankroll sizes. A player with a smaller bankroll and a preference for steadier, more predictable sessions generally does better on lower-volatility games, while a player chasing bigger, rarer swings and comfortable riding out longer cold stretches may prefer higher-volatility variants. For a full breakdown of how RTP and variance actually differ across the major game types, see how RTP and variance differ across game types — it's essential reading before picking which variant to make your regular game.

Full Pay Deuces Wild: the rare game that favors the player

Almost every casino game carries a built-in house edge, meaning the RTP sits below 100% by design. Full Pay Deuces Wild is one of the small handful of well-documented exceptions: with mathematically perfect strategy, its RTP runs approximately 100.76%, meaning that, over an extremely large sample of hands, the game's math technically favors the player rather than the house.

It's worth being precise about what that number does and doesn't mean. Over a sufficiently large sample size, and with genuinely perfect strategy applied to every hand, the game returns slightly more than 100 cents for every dollar wagered on average. That's a mathematically real property of the specific pay table called "full pay" Deuces Wild — one that pays 25-for-1 on a wild royal flush, 15-for-1 on four deuces, and follows a specific, published schedule down through the rest of the hand types. It does not mean any given session is guaranteed to profit, and it does not mean the casino is losing money by offering it. Short-term variance is still very much in play even on a positive-RTP game — you can lose money over a single session, a single night, or a surprisingly long losing stretch even while playing a game whose long-run math technically favors you, because "long run" in this context means a volume of hands well beyond what any individual recreational player deals in a lifetime.

The other essential caveat: the overwhelming majority of Deuces Wild machines you'll actually encounter on a casino floor, online or land-based, are not the full-pay version. Deuces Wild pay tables vary substantially between operators — often more than Jacks or Better pay tables do — and a "short pay" Deuces Wild machine can sit meaningfully below 100% RTP despite carrying the same name and the same basic wild-card mechanic. Finding an actual full-pay Deuces Wild machine, confirming its pay table carefully, and then playing it with genuinely correct strategy is a fairly specific pursuit that most casual players never bother with — but it's a good illustration of just how directly a video poker pay table determines the entire economics of the game, in a way that's simply not visible or verifiable on a slot machine.

How to check a pay table before you play

Checking a pay table takes seconds once you know what to look for, and it's worth making a habit before you insert a single credit into any video poker machine.

In Jacks or Better-style games, look at the full house and flush rows first — the numbers that define the 9/6, 8/5, or 6/5 shorthand covered above — since those two rows do more to signal a pay table's overall generosity than any other pair of numbers on the screen. Compare what you see against the known full-pay benchmark for that specific game variant; 9/6 is full pay for standard Jacks or Better, and any table advertising lower numbers on those two rows is, by definition, paying below full pay.

In wild-card games like Deuces Wild, the diagnostic hand shifts, since low pairs typically don't even qualify for a payout once wild cards are in the deck — instead, check the payout for the base qualifying hand (commonly three of a kind) and the four-of-a-kind and wild royal flush rows, comparing them against the published full-pay Deuces Wild schedule.

Treat an unfamiliar-looking pay table, or one where the numbers look noticeably lower than the benchmarks you've learned, as a genuine red flag rather than a minor curiosity. There is essentially never a good reason to play a short-pay table when a full-pay or near-full-pay version of the same game is available elsewhere on the floor or at another online operator — the game, the graphics, and the rules of play will look and feel identical, while your long-run expected return is measurably worse. This single habit — actually reading the pay table before you sit down — is arguably the highest-value five seconds you can spend in the entire game.

Progressive jackpots and effective RTP

A small number of video poker games — most commonly variants built around a specific rare hand, like a sequential royal flush or a particular four-of-a-kind — link their top payout to a growing progressive jackpot rather than a fixed coin multiplier. As players feed the linked machines without hitting the jackpot, the prize pool grows, and that growth temporarily raises the effective RTP of that specific machine above what its base pay table alone would produce, since the expected value of eventually landing that jackpot climbs along with the displayed jackpot size.

In rare cases, when a progressive jackpot grows large enough, the effective RTP of that machine can briefly push above 100% for a player who is tracking jackpot size and specifically timing their play around it — a real, mathematically valid phenomenon, and one that a small population of advantage players do genuinely pursue. It's worth flagging this as a niche, advanced consideration rather than something to build an ordinary session around, though. It requires tracking jackpot meters across multiple machines or operators, understanding exactly how the jackpot math applies to that specific paytable, and typically involves a bet-per-hand or hands-per-hour commitment well beyond what a casual player is looking for. For the vast majority of readers, the practical lesson is simpler: know that jackpot size is a real input into a progressive machine's effective RTP, and treat that as an interesting fact about how the game works rather than a strategy to actively chase.

A worked example: two players, one pay table

To bring the abstractions together, picture two players sitting down at the same 9/6 Jacks or Better machine, betting $1.25 per hand at max coin (5 coins at 25 cents each), each playing 500 hands in a session — $625 total wagered.

Player A plays close to mathematically optimal strategy on every hand: correctly choosing between a low pair and a four-card straight draw, correctly breaking a made flush for a four-card royal flush draw when the math calls for it, and consistently avoiding the common mistake of holding a "kicker" card alongside a made pair. Over 500 hands, Player A's results will cluster, on average, somewhere close to the theoretical 99.54% RTP — meaning an expected loss around $2.88 on $625 wagered, though the actual result on any single 500-hand session will vary quite a bit above or below that figure due to ordinary variance, including a real chance of finishing the session ahead.

Player B plays the same machine, the same bet size, and the same number of hands, but makes the kind of small, repeated strategy errors that are extremely common even among players who consider themselves reasonably experienced — holding a low pair instead of a stronger draw a few times, breaking a winning hand incorrectly once or twice, holding an unnecessary extra card here and there. None of these mistakes are dramatic on their own, but each one shaves a small amount off the player's realized return relative to the pay table's theoretical number. Across enough hands, Player B's real-world RTP might land closer to 98% or even lower — the same machine, the same posted pay table, a meaningfully different outcome, purely as a function of decision quality.

Neither player did anything about the pay table itself — that number was fixed the moment they chose the machine. The entire gap between their outcomes comes from execution, which is exactly the gap optimal strategy is designed to close.

Frequently asked questions

What's a good video poker RTP to look for? As a general benchmark, anything at or above roughly 99% under perfect strategy is considered excellent — 9/6 Jacks or Better (99.54%) and full-pay Deuces Wild (100.76%) are the two most commonly cited examples. Anything in the high 97% to 98% range is reasonable, and anything drifting down toward 95% or below, like 6/5 Jacks or Better, is worth avoiding when a better pay table is available.

Why does the same game show different RTP at different casinos? Because "the same game" often isn't really the same pay table. Operators can offer a machine with identical branding, artwork, and rules of play while quietly using a different payout schedule for hands like full house and flush, which changes the RTP even though nothing about the game looks different on screen. Always check the actual pay table displayed, not just the game's name.

Does a quoted RTP guarantee I'll get that percentage back? No. RTP is a long-run statistical average calculated over a very large number of hands — far more than any individual player deals in a normal session. Over a short session, your actual results can land well above or well below the quoted RTP purely due to normal variance, in either direction.

What's the difference between RTP and house edge? They're two ways of describing the same underlying number. House edge is roughly 100% minus RTP — a game with 99.54% RTP carries about a 0.46% house edge, meaning the casino's expected long-run take is about 46 cents per $100 wagered. Higher RTP always means lower house edge, and vice versa.

Is video poker better value than slots? The best video poker pay tables (9/6 Jacks or Better, full-pay Deuces Wild) generally offer higher RTP than the large majority of slot machines, and unlike slots, video poker's RTP is fully calculable and verifiable from the pay table itself rather than hidden inside the game's software. That said, slots can offer their own advantages in variance and entertainment format that some players prefer. See how video poker's RTP transparency compares to slots for the full comparison.

Do online video poker RTPs differ from land-based machines? Not structurally — the underlying math of a given pay table (9/6 Jacks or Better, full-pay Deuces Wild, and so on) is identical whether it's running on a physical cabinet or an online platform, since the deck, the hold/draw mechanic, and the payout schedule are the same regardless of where the game is hosted. What does vary is which specific pay tables an operator chooses to offer — some online platforms make full-pay variants easier to find than a typical casino floor does, but that's a difference in selection, not in the underlying math.

Does betting max coin always cost more than it's worth? For most players with a bankroll suited to the denomination they're playing, no — the RTP boost from unlocking the 800-for-1 royal flush payout at 5 coins is a real, meaningful part of the game's overall math. If 5-coin bets at your current denomination are genuinely uncomfortable for your bankroll, the better fix is dropping to a smaller denomination and betting max coin there, rather than betting fewer than 5 coins at a denomination you can't fully support.

Why do full house and flush payouts move RTP so much more than other hands? Because those two hand types occur often enough across a large sample of hands to matter meaningfully to the total, while also paying enough per occurrence that a small change in their multiplier has an outsized effect. Common hands with tiny payouts (like a pair of jacks) and extremely rare hands with modest payouts don't move the number nearly as much when adjusted, which is exactly why those two rows are where pay tables actually differ between "full pay" and "short pay" versions.

Can I calculate a video poker game's exact RTP myself? In principle, yes — since the deck and pay table are fully known and disclosed, the calculation is a matter of combinatorics rather than anything hidden. In practice, most players rely on published, independently verified RTP figures for standard pay tables rather than working the math from scratch, since a full calculation across every possible hand and hold decision is genuinely laborious even though it's fully knowable.

Is a game with higher RTP always a better choice than one with lower RTP but lower variance? Not necessarily — it depends on your bankroll and what you're optimizing for. A slightly lower-RTP, lower-variance game can be the more sensible choice for a smaller bankroll or a shorter session, since it reduces the chance of busting out before variance has a chance to even out, while a higher-RTP, higher-variance game may suit a player with a larger bankroll who's comfortable riding out bigger swings for a better long-run number. How RTP and variance differ across game types covers this trade-off directly.

Quick glossary reference

A handful of terms come up constantly in any discussion of video poker odds: RTP, pay table, full pay / short pay, house edge, variance (also called volatility), and coin-in. If any of these terms come up in this guide and you want the precise definition, our full glossary covers the complete vocabulary in one place.

Where to go next

Understanding RTP and pay tables gives you half of what determines your real-world results in video poker — the other half is execution. A great pay table played with weak strategy can quietly underperform a mediocre pay table played well, which is exactly why the natural next step from here is learning the hold/discard logic that closes that gap. From there, exploring how variance differs across game types will help you match a specific variant to your bankroll and the kind of session you actually want to have, whether that's the steady, low-variance rhythm of Jacks or Better or the bigger, streakier swings of a bonus-heavy variant.