Last updated: Β· Reviewed by Priya Nair
Video poker strategy: the complete Jacks or better guide
The full hold/discard strategy chart, why the pay table matters more than your skill, and the specific expected-value math behind every decision
Jacks or Better is the foundational video poker variant - the game from which most other video poker formats are derived, and the one that makes the clearest case for why video poker genuinely rewards skill in a way most other casino games don't. This guide provides the complete optimal strategy chart, explains precisely why the specific pay table you're playing matters as much as your own decision-making, and covers the expected-value logic behind the most important, most commonly misplayed hands.
How Jacks or better works
You're dealt five cards from a standard 52-card deck with no wild cards. After seeing your hand, you choose which cards to hold and which to discard - the machine replaces every discarded card in a single draw, and your final five-card hand determines your payout based on the game's specific pay table. The name describes the minimum winning hand: a pair of Jacks, Queens, Kings, or Aces. Any pair lower than Jacks pays nothing.
Why the pay table matters more than almost anything else
This is worth understanding before any strategy chart, because no amount of perfect play can overcome a genuinely worse pay table.
The 9/6 standard, and what the numbers mean. Pay tables are conventionally named by their Full House and Flush payouts specifically - a "9/6" machine pays 9 coins per coin wagered for a Full House and 6 coins for a Flush. This specific combination, known as "full-pay" Jacks or Better, returns 99.54% RTP with mathematically perfect strategy - among the very best odds available in any casino game, covered in this site's guide to RTP and house edge as a specific standout figure.
Why a 9/5 machine is a meaningfully worse game, not a minor variation. Reduce the Flush payout from 6 coins to 5, and the maximum achievable RTP drops from 99.54% to 98.4% - a 1.1 percentage point difference that sounds small but compounds significantly over volume. Lower pay tables still (8/5, 7/5, 6/5, and worse) reduce the achievable maximum further still, sometimes below 96%. Checking a specific machine's actual pay table before playing - not assuming every "Jacks or Better" machine offers the same 9/6 structure - is arguably the single most important decision in the entire game, more consequential than any individual hand decision covered below.
Why max-coin betting is structural, not optional. On a full-pay 9/6 machine, the Royal Flush pays 800-to-1 at maximum coin bet specifically, but only 250-to-1 at anything below maximum - a difference so large it alone accounts for roughly 2 percentage points of the game's total 99.54% RTP. Betting fewer than the maximum coins quietly removes a meaningful share of the game's headline return, regardless of how well you play every individual hand.
The complete strategy chart: ranked by expected value
The methodology behind every video poker strategy chart, in the words of Michael Shackleford (widely known as the Wizard of Odds, a recognised mathematical authority in this space, also referenced in this site's blackjack basic strategy guide): look up all reasonable ways to play a given hand, and choose whichever appears highest on the ranked list below. If a specific play isn't listed, it should never be made.
| Rank | Hand / Hold Decision |
|---|---|
| 1 | Royal Flush - hold all 5 |
| 2 | Straight Flush - hold all 5 |
| 3 | Four of a Kind - hold all 4, discard the 5th (never split) |
| 4 | Four to a Royal Flush |
| 5 | Full House - hold all 5 |
| 6 | Flush - hold all 5 |
| 7 | Three of a Kind - hold the 3, discard the other 2 |
| 8 | Straight - hold all 5 |
| 9 | Four to a Straight Flush |
| 10 | Two Pair - hold both pairs, discard the 5th card |
| 11 | High Pair (Jacks or better) - hold the pair, discard the rest |
| 12 | Three to a Royal Flush |
| 13 | Four to a Flush |
| 14 | Low Pair (10s or below) - hold the pair, discard the rest |
| 15 | Four to an Outside Straight (open on both ends) |
| 16 | Two Suited High Cards |
| 17 | Three to a Straight Flush |
| 18 | Two Unsuited High Cards |
| 19 | One High Card |
| 20 | Discard everything - draw five new cards |
How to use this practically: identify every reasonable way your dealt hand could be played, find each option's position on this list, and choose whichever ranks highest. If your hand doesn't correspond to anything reasonable on the list at all, the correct play is to discard everything and draw a fresh five cards.
The decisions worth understanding, not just memorising
Why you never split Four of a Kind, even for a shot at a Royal Flush. It might be tempting to break up four-of-a-kind if one of the four cards happens to be part of a potential Royal Flush draw - don't. Four of a Kind is already a guaranteed, substantial payout; the probability of drawing into a Royal Flush from a single remaining card is far too low to justify sacrificing a certain win for a remote long-shot.
Why holding a low pair beats chasing two high cards, even though it feels less exciting. This is one of the most commonly misplayed situations in the entire game, and the expected-value gap is real and measurable: on a 9/6 machine, holding a low pair (say, a pair of 6s) instead of two unrelated high cards produces a better long-run expected return, even though the low pair "feels" like a weaker hand. Independent analysis quantifies the specific cost of this common mistake: choosing the wrong option here costs approximately 0.15 coins per hand on average - a small-sounding figure that compounds to roughly 1,500 coins of lost value across 10,000 hands, illustrating precisely how minor, repeated strategy deviations erode returns over genuine volume of play.
Why Two Pair ranks above a High Pair, but a Low Pair still beats most high-card draws. The chart's ordering here reflects the underlying probability of improving each specific hand type to a paying result, not an intuitive sense of "which hand looks stronger" - this is exactly why a genuine strategy chart, rather than instinct, is necessary to play optimally.
The royal flush reality check: why perfect strategy doesn't mean frequent big wins
This is worth stating plainly, because it directly connects to the long-run-versus-single-session distinction covered in this site's RTP and house edge guide, with a specific, concrete number for this game. In optimal Jacks or Better play, a Royal Flush appears on average once every 40,000β45,000 hands. At a realistic pace of around 600 hands per hour, that works out to roughly one Royal every 70 hours of play, on average - and averages here genuinely include both long droughts and occasional lightning-strike sessions. Going weeks or months without a Royal Flush, even while playing perfect strategy on a full-pay machine, is entirely normal variance, not evidence you're doing something wrong. The Royal Flush accounts for a meaningful share of the game's total 99.54% return - until it hits, you're genuinely playing at a session deficit even with flawless play.
Multi-play video poker (3-play, 5-play, or 10-play formats) offers one practical way to see more hands, and therefore more chances at a Royal, within a given session: these formats deal one initial hand, then clone it across multiple simultaneous hands for the draw, with each final hand resolving independently. This doesn't change your per-hand odds of any specific outcome, but it does increase your total hands dealt per hour - at the cost of meaningfully higher volatility, since you're now risking a multiplied stake on each round.
Deuces wild: one of the only positive expected value games in any casino
This deserves genuine, detailed attention, because it's a remarkable fact worth knowing even if you primarily play Jacks or Better: full-pay Deuces Wild returns 100.76% RTP with optimal strategy - meaning, mathematically, the player has a structural edge over the house on this specific game, under these specific conditions. This is one of the only handful of casino games anywhere that can be genuinely positive-EV rather than merely low-house-edge.
Why Deuces Wild plays completely differently from Jacks or Better. All four 2s act as wild cards, substituting for any other card to complete a winning hand - and critically, the minimum paying hand shifts from a pair of Jacks or better down to Three of a Kind, since the wild cards make weaker hands dramatically more achievable. This means the entire hold/discard strategy chart covered earlier in this guide does not transfer to Deuces Wild - it requires its own dedicated strategy, built around a completely different set of hand-value rankings.
Royal Flushes hit far more often. Counting both natural Royals and wild-card Royals (completed using at least one deuce), Deuces Wild produces a Royal Flush roughly once every 4,909 hands - more than eight times more frequently than the 1-in-40,391 rate on standard Jacks or Better.
The trade-off: genuinely higher variance. Deuces Wild concentrates more of its return into rarer, larger payouts (five of a kind, wild Royals, four deuces specifically) rather than the more frequent small wins Jacks or Better delivers - meaning bigger bankroll swings in both directions, and a deeper bankroll cushion required to play through realistic losing streaks without being forced to stop before the game's long-run mathematics can assert themselves.
A genuinely advanced concept worth knowing exists, even if you don't master it immediately: penalty cards. In Deuces Wild specifically, a "penalty card" is a card already visible in your hand that reduces the odds of a specific draw succeeding, because it's a card you'd have wanted left available in the deck. For example, holding a suited 10 and King with no other cards of that suit present might still be correct to hold toward a Royal Flush draw - but only marginally better than discarding everything, specifically because of penalty-card effects on the remaining deck composition. This level of strategic nuance is genuinely advanced and mostly relevant to serious, high-volume players - the core hold/discard chart for whichever variant you're playing captures the overwhelming majority of the achievable edge without needing to track penalty cards on every borderline hand.
Real bankroll numbers for video poker
Standard deviation - how much your results genuinely swing around the expected average - varies meaningfully by variant, and directly affects how large a bankroll you need for a realistic session. Jacks or Better carries a standard deviation of roughly 4.4 per hand; a higher-variance variant like Triple Double Bonus runs closer to 9.5 - meaning two games with genuinely similar RTP can require very different bankroll cushions to play comfortably.
Concrete figures worth anchoring to: professional players commonly recommend a minimum bankroll of 3β4 times a specific machine's Royal Flush payout for serious play. In practical terms, quarter-denomination play at max coins (around $1.25 per hand) suggests a comfortable session bankroll in the $500β$1,000 range; dollar-denomination play at max coins (around $5 per hand) suggests $2,000β$5,000. These are meaningfully larger cushions than casual players often bring, precisely because of the genuine variance covered throughout this section.
What the house edge costs you in real terms over a real session: at $1.25 per hand, 500 hands played in an hour, and a 0.5% house edge on a full-pay machine, your expected hourly loss works out to roughly $3.13 - a useful, concrete anchor for what "a 0.5% house edge" actually means in practice, similar to the real-money framing this site's blackjack basic strategy guide applies to that game's house edge.
Denomination affects RTP, not just bet size
A detail worth knowing beyond pay table selection alone: the same nominal game (a "9/6 Jacks or Better" machine, for instance) can pay meaningfully different actual amounts depending on the denomination you're playing - a quarter machine might pay 250 coins for a Royal Flush at max bet, while a dollar machine pays significantly more per coin wagered. Higher-denomination machines commonly carry better overall pay tables than their lower-denomination equivalents, meaning your effective RTP can genuinely improve at a higher denomination, not just your total stake size.
Insurance and discipline: the chart alone isn't enough
Knowing the optimal strategy is necessary but not sufficient - independent analysis specifically notes that decision discipline matters just as much as the chart itself, particularly once real money and emotional stakes are involved. The chart is not a suggestion to deviate from when a specific hand "feels" different - it represents your actual mathematical edge over the game's built-in house structure, and treating it as optional in the moment (chasing a flush draw because it feels close, or holding a kicker "for luck") is precisely how the achievable 99.54% RTP quietly degrades into the 96β98% range independent testing associates with casual, undisciplined play.
Beyond Jacks or better: why mastering this variant transfers
Independent analysis consistently notes that Jacks or Better is the foundational video poker variant specifically because most other formats (Deuces Wild, Joker Poker, Double Bonus Poker, and others) share its core decision structure while introducing their own specific rule variations and pay table conventions. Mastering Jacks or Better's hold-or-discard logic and expected-value-ranking methodology transfers directly to learning any other video poker variant more quickly - the underlying skill is the same; only the specific chart and pay table change.
A practical learning approach
Start with the highest-frequency decisions. Made hands (pairs, two pair, three of a kind) and the highest-value draws (four to a Royal Flush, flush draws) come up far more often in real play than rare situations - prioritising these for memorisation produces the fastest genuine improvement in your results.
Use a reference chart at the table or on screen. Referring to a printed or digital strategy chart while playing is standard practice and widely accepted - it will slow your pace of play, which is why frequent players eventually memorise the full chart, but there's no rule against reference use while you're still learning.
Verify the specific pay table before you sit down, every time, at every machine or online title - given how directly this affects your achievable maximum RTP, covered in detail earlier in this guide, it's worth the ten seconds of checking before you commit to a session.
Frequently asked questions
How often does a royal flush actually hit in Jacks or better?
On average once every 40,000-45,000 hands with optimal strategy - roughly one every 70 hours at a typical pace of 600 hands per hour. Going weeks or months without one, even playing perfectly, is entirely normal variance.
Is deuces wild a better game than Jacks or better?
It's genuinely different rather than simply better - full-pay Deuces Wild returns 100.76% RTP, making it one of the only positive expected value games in any casino, and Royal Flushes hit over 8 times more often. But it requires a completely different strategy chart and carries meaningfully higher variance, requiring a deeper bankroll cushion.
What is the best possible video poker pay table?
The 9/6 Jacks or Better structure (9 coins for a Full House, 6 for a Flush) is the standard "full-pay" version, returning 99.54% RTP with perfect strategy - among the best odds available in any casino game. Always verify a specific machine's actual pay table rather than assuming it matches this standard.
Why does max-coin betting matter so much in video poker?
On a full-pay machine, the Royal Flush pays 800-to-1 at maximum coins but only 250-to-1 below maximum - a gap that alone accounts for roughly 2 percentage points of the game's total achievable RTP. Betting below max quietly sacrifices a meaningful share of the game's return regardless of your strategy skill.
Should i ever split four of a kind for a royal flush draw?
No - Four of a Kind is already a strong, guaranteed payout, and the odds of completing a Royal Flush from a single remaining card are far too low to justify sacrificing it.
Is a low pair really better than two high cards?
Yes, on a 9/6 machine specifically - this is one of the most commonly misplayed situations in the game. Choosing incorrectly here costs a small but real, measurable amount of expected value per hand that compounds significantly over volume of play.
This guide is for educational purposes. Video poker strategy minimises but does not eliminate the house edge, and no strategy guarantees winning outcomes. Gambling problem? In the UK: BeGambleAware.org | 0808 8020 133. In the US: 1-800-GAMBLER. Information correct as of September 2026.
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