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Mastering Video Poker: The Strategy for Jacks or Better
Efrain Hallowell edited this page 2026-08-06 04:58:24 -04:00


If you walk through a casino and observe the video poker machines, you will likely see dozens of players mindlessly slapping the "Draw" button as fast as they can.

Video poker is NOT a slot machine. A slot machine is a game of pure, unadulterated luck where you have absolutely zero control over the outcome.

In this article, we are going to break down the absolute perfect mathematical strategy for the most popular and foundational version of the game: Jacks or Better.
Step 1: Finding the "Full Pay" 9/6 Machine
In Jacks or Better, all the payouts for the massive hands (Royal Flush, Four of a Kind) are generally identical across different machines.

This means the machine pays exactly 9 coins for a Full House (per 1 coin bet) and 6 coins for a Flush.

However, casinos are greedy. They will frequently place "Short Pay" machines (like an 8/5 or a 7/5 machine) right next to the good ones.

You must rigorously hunt the casino floor until you find a true 9/6 machine.
Step 2: The Mandatory "Max Bet" Rule
Many casual players, trying to conserve their bankroll, will only bet 1 or 2 coins per hand.

However, the payout for the Royal Flush is severely distorted.

If betting 5 coins on a $1 machine ($5 a hand) is too expensive for your bankroll, do not drop down to betting 1 coin.

You must always activate that massive 4,000-coin bonus, regardless of the denomination you are playing.
Step 3: Executing Basic Strategy (The Hierarchy of Hands)
You must memorize this hierarchy or bring a printed strategy card with you to the casino (which is completely legal).

The amateur will hold the pair of Jacks to guarantee the small win.

The payout for a standard Flush (30 coins) is not large enough to justify throwing away the guaranteed payout and the chance to draw Three of a Kind or Four of a Kind.

In Video Poker, you are not trying to beat a dealer; you are purely trying to make the absolute best poker hand possible, and throwing away useless kickers maximizes your drawing power.
What to Hold (Read from Top to Bottom)

Guaranteed Massive Wins: Take your hands off the buttons and make sure you don't accidentally discard a card. 2. 4 Cards to a Royal Flush: The only hand powerful enough to make you break a guaranteed winner. If you have a High Pair and 4 to a Royal, dump the pair. 3. Full House, Flush, Straight, Three of a Kind: Hold all of these guaranteed winning hands. DO NOT break a Flush or Straight to chase a Royal. Chasing the Mini-Monster: Always draw to the open-ended Straight Flush. The Workhorse: Two Pair pays 10 coins. It keeps your bankroll afloat while you wait for the massive hands. The Baseline Winner: This simply returns your original bet (a "Push"). It is the most frequent winning hand in the game. Color Hunting: A solid, reliable draw that pays 30 coins. The Foundation: A Low Pair pays nothing, but you hold it because it provides the best foundation to draw into Three of a Kind. The Open-Ender: You have 8 "outs" to hit the straight. Inside straights only have 4 "outs" and are mathematically terrible draws. 10. Completely Trash Hand: If you have absolutely nothing (no pairs, no 4-card draws, not a single Jack or higher), throw ALL FIVE CARDS in the trash.

The Math of the 9/6 Paytable (For a 5-Coin Bet)

The TargetThe Financial ReturnThe Statistical Reality The Holy GrailThe reason you must play 5 coins.An incredibly rare event that single-handedly pulls the RTP up to 99.54%. The Backup JackpotOften saves a losing session.A great result. Four of a Kind125 CoinsRoughly 1 in 423 hands. Full House (The "9")45 Coins (9 x 5 coins)Roughly 1 in 86 hands. The FlushThe second critical metric of the paytable.The math demands 6 to 1. The PushYou don't win any money, but you don't lose any either.This is the absolute lifeblood of your bankroll. It keeps you in the seat.


You are essentially reducing the casino's massive, imposing fortress to a tiny 0.46% mathematical sliver.

Take your time, check your strategy card, and ensure every single decision you make is backed by Expected Value.