Video poker expected loss per hour is the average mathematical cost of playing for one hour. It depends on hands per hour, bet size, and house edge. A low-edge game can still become expensive if you play fast, bet large, or choose a weak paytable. Speed turns small percentages into real money.
Quick Facts
- Expected loss per hour uses total hourly action, not starting bankroll.
- Faster play creates more coin-in.
- Larger bets multiply the cost.
- House edge comes from RTP and strategy quality.
- Bad paytables raise hourly loss quickly.
- Multi-hand games can multiply action without feeling faster.
- Comps should be compared against expected loss, not jackpot dreams.
Plain Talk
Players often ask, “How much does video poker cost?”
The honest answer is not just the house edge. It is:
How much are you betting, how fast are you playing, and how good is the game?
A 0.46% edge sounds tiny. On $100 of action, it is only 46 cents in theory. But video poker players can generate hundreds or thousands of dollars in coin-in during a session. The cost is attached to total action, not the cash you put into the machine.
This is why the expected loss calculator matters. Video poker is a rhythm game once you know the buttons. The faster the rhythm, the more math you buy.
How It Works
Expected loss per hour has three main inputs:
| Input | Meaning | Why It Matters |
|---|---|---|
| Hands per hour | How many hands you play | More hands create more action |
| Average bet | Dollars wagered per hand | Bigger bets multiply every outcome |
| House edge | Casino’s theoretical advantage | Comes from RTP and strategy |
If you play one hand at a time, the calculation is direct. If you play Triple Play, Five Play, Ten Play, or another multi-hand version, your hand count and bet per round must be handled carefully.
Example:
| Game Style | Bet Per Hand | Hands Per Hour | Hourly Coin-In |
|---|---|---|---|
| Single-hand quarter game, max coin | $1.25 | 400 | $500 |
| Single-hand dollar game, max coin | $5.00 | 400 | $2,000 |
| Ten Play quarter game, max coin | $1.25 × 10 | 80 rounds | $1,000 |
The screen may feel slower on a multi-hand game because each round takes longer. The action can still be larger.
The Wizard of Odds 9/6 Jacks or Better strategy page lists full-pay Jacks or Better at 99.54% with optimal strategy. That means the theoretical edge is about 0.46%. If the paytable is worse or the strategy is sloppy, the cost rises.
Video Poker Hand Example
You sit at a $1 Jacks or Better machine and play five coins per hand. Your bet is $5 per hand.
You are dealt:
10♣ J♣ Q♣ K♣ 3♦
This is four to a straight flush. The correct hold may be obvious in many Jacks or Better cases: keep the suited 10-J-Q-K and draw one. But whether you win or lose this hand is not the hourly cost question.
The cost question is:
How many $5 decisions are you making per hour?
If you play 500 hands per hour, you put $2,500 through the game. At a 0.46% edge, the theoretical hourly loss is:
$2,500 × 0.0046 = $11.50At a 2% edge, the same speed and bet cost:
$2,500 × 0.02 = $50That difference is why paytables matter.
From the Casino Side:
Casinos do not think only in “player bought in for $100.” They think in coin-in, theo, hold, and time on device.
A player who buys in for $100 and cycles $2,000 through a machine is not a $100 player mathematically. That player created $2,000 of action. Marketing offers, player tracking, and comp value are often based on theoretical loss, not actual loss alone.
A slot manager may review:
- Coin-in by machine.
- Actual hold versus theoretical hold.
- Average bet.
- Time played.
- Denomination mix.
- Game type and paytable.
- Carded versus uncarded play.
- Comp cost versus theoretical win.
Casino systems vary, but the logic is consistent: total action drives the math. Paytable analysis tools show the theoretical return side; casino accounting and player tracking systems convert play volume into expected value for the property.
Regulatory and testing standards such as GLI-11 address gaming-device integrity, meters, and RNG requirements. The business side then uses those approved math models to understand performance.
Common Mistakes
- Calculating cost from buy-in instead of coin-in.
- Ignoring hands per hour.
- Treating max-coin play as cheap because each credit looks small.
- Forgetting that multi-hand games multiply the bet.
- Assuming comps erase the house edge.
- Using advertised RTP while playing weak strategy.
- Comparing games without converting RTP into hourly cost.
Hard Truth
A tiny house edge is only tiny until you feed it thousands of dollars in hourly action.
FAQ
How do I calculate expected loss per hour?
Multiply hands per hour by average bet, then multiply that total by the house edge.
Is expected loss the same as what I will lose?
No. It is the long-term average. Your actual session can be better or worse.
Why does speed matter so much?
Because each hand is another wager. Faster play creates more total action per hour.
Does a low house edge make video poker cheap?
Only if bet size and speed are controlled. A low edge on high action can still cost real money.
Do comps reduce expected loss?
They can offset some cost, but only if the comp value is real, usable, and not an excuse to overplay.
Is max coin always affordable?
No. Max coin may improve the royal payout structure, but bankroll and denomination still matter.
Are multi-hand games more expensive?
They can be. Even if rounds are slower, each round may contain several hands.
Deeper Insight
Hourly cost is where video poker becomes a budgeting problem.
Many players compare games by RTP only. That is useful, but incomplete. A 99.54% game at a dollar denomination can cost more per hour than a 98.5% game at a quarter denomination if the betting volume is much larger. The better game is not automatically the better personal choice if it pushes the player into uncomfortable stakes.
This is also where video poker bankroll risk connects to hourly loss. Expected loss measures average cost. Bankroll risk measures whether you can survive the swings.
Formula / Calculation
Hourly coin-in:
Hourly Coin-In = Hands Per Hour × Bet Per HandHouse edge:
House Edge = 1 - RTPExpected loss per hour:
Average Loss Per Hour = Hands Per Hour × Average Bet × House EdgeExample 1: 9/6 Jacks or Better style edge
Hands Per Hour = 500
Bet Per Hand = $1.25
RTP = 99.54%
House Edge = 0.46%
Hourly Coin-In = 500 × $1.25 = $625
Expected Loss Per Hour = $625 × 0.0046 = $2.88Example 2: weaker paytable
Hands Per Hour = 500
Bet Per Hand = $1.25
House Edge = 2%
Expected Loss Per Hour = $625 × 0.02 = $12.50Example 3: dollar denomination
Hands Per Hour = 500
Bet Per Hand = $5
House Edge = 0.46%
Hourly Coin-In = $2,500
Expected Loss Per Hour = $2,500 × 0.0046 = $11.50Formula Explanation in Plain English
The machine does not charge by the hour. It charges by the wager.
Hands per hour tells you how many times you expose money to the paytable. Bet per hand tells you how much money is exposed each time. House edge tells you the average cost per dollar wagered.
That is why the same game can be cheap for one player and expensive for another. A quarter player moving slowly and a dollar player moving fast are not playing the same financial session.
The listed RTP is not a refund schedule. It is the long-term average return under the stated paytable and strategy. Your short session can still lose far more than the expected hourly amount.
Related Reading
Use hands per hour and coin-in in video poker to understand the action side of the formula. Then compare your game on video poker house edge and video poker RTP. For a practical estimate, use the expected loss calculator. To see why the real session can swing hard away from the average, test the variance simulator and read why RTP does not save short sessions.