Video Poker EV Calculator
Calculate your expected value, expected loss, and profit probability for video poker sessions. Compare different games and optimize your play.
Expected Loss
$14
$3/hour
Profit Probability
48.0%
96.8% bankroll survival
Expected Return
99.54%
House edge: 0.46%
Expected return with perfect play
5 coins at $0.25 = $1.25
Average: 400-700
Amount you're willing to lose
Session Analysis
95% Confidence Range
95% of sessions will fall within this range (excludes Royal Flush variance)
Video Poker Session Simulator
Monte Carlo simulation with 1,000 iterations
Your initial capital
Your expected advantage
Percentage of bankroll per bet
Total bets to simulate
Quick Answer
Playing 9/6 Jacks or Better at $1.25/hand (max coins) for 4 hours at 600 hands/hour: Expected loss is $13.8 with 99.54% return. A $500 bankroll has ~89% chance of lasting the session.
Key Facts
- ✓99.54% return means you lose 0.46% of total wagered over time
- ✓At 600 hands/hour with $1.25 bet, you wager $750/hour
- ✓Royal Flush jackpot can cause large positive swings
- ✓High variance means $500 bankroll can swing ±$200 in a session
- ✓Perfect strategy is required to achieve theoretical return
Frequently Asked Questions
How do I calculate expected value in video poker?▼
What bankroll do I need for video poker?▼
Why is max coins important in video poker?▼
How does variance affect video poker sessions?▼
Try These Examples
Quick-start with common scenarios
Expected Loss
$14
$3/hour
Profit Probability
48.0%
96.8% bankroll survival
Expected Return
99.54%
House edge: 0.46%