Blackjack is widely known as the casino game with the best odds — but only if you pick the right table. A standard game might have a house edge of 0.40%, while a “tourist trap” table next to it could run almost 2.00% just by changing one or two rules.
This calculator lets you input the specific rules of any table (whether online or in a land-based casino) to determine the exact mathematical advantage the casino holds. Enter your bet size to see how much each rule costs you per hour in real dollars.
Blackjack House Edge
How to Use the Calculator
Look at the placard on the table or the “Help” section of the online game, then set each rule in the calculator. Here is what each input means and how much it costs you.
| Rule | Best Option | Worst Option | Edge Impact |
|---|---|---|---|
| Blackjack Payout ⚠️ | 3:2 | 6:5 | +1.36% |
| Number of Decks | 1 Deck | 8 Decks | 0.48% |
| Dealer Soft 17 | S17 (Stand) | H17 (Hit) | 0.20% |
| Double After Split | Yes (DAS) | No DAS | 0.14% |
| Doubling Restriction | Any Two Cards | 10-11 Only | 0.18% |
| Surrender | Late Surrender | No Surrender | 0.08% |
| Dealer Peek | Yes (American) | No Peek (ENHC) | 0.11% |
| Re-Split Aces | Yes (RSA) | No RSA | 0.08% |
The golden rule: always check the payout first. A 6:5 game with otherwise perfect rules (single deck, S17, DAS, surrender) still has a house edge of about 1.0% — worse than an average 3:2 game. The 1.36% penalty from 6:5 payouts overwhelms every other rule combined.
Real-World Examples
Example 1: The “High Limit” Game (Great Odds)
You find a table in the high-limit room: 6 Decks, S17, 3:2, DAS, Late Surrender, RSA.
Calculator result: House edge ≈ 0.26% (Grade A). At $25/hand and 80 hands/hour, your expected loss is about $5.20/hour. This is an excellent game. With card counting, this game is beatable. Even without counting, the hourly cost is less than a movie ticket.
Example 2: The “Party Pit” Trap (Terrible Odds)
You sit down at a low-stakes table near the entrance: 8 Decks, H17, 6:5 Payout, No Surrender, No RSA.
Calculator result: House edge ≈ 1.88% (Grade F). At the same $25/hand and 80 hands/hour, you are losing $37.60/hour — over 7× the cost of the high-limit game. This is worse than many slot machines. The only difference between these two tables is the rules posted on the felt.
Example 3: The “Single Deck Trap”
A casino advertises “Single Deck Blackjack!” — sounds great. But the fine print: H17, 6:5, No DAS.
Calculator result: House edge ≈ 1.26%. The single deck saves 0.48%, but 6:5 adds 1.36% and H17 adds 0.20%. Net result: terrible. A standard 6-deck 3:2 S17 game at 0.38% is 3× better. Never assume single deck means good odds — always plug the rules into the calculator.
Understanding the Output
The calculator displays four metrics below the house edge percentage:
RTP (Return to Player): The inverse of the house edge. A 0.50% edge means 99.50% RTP — for every $100 wagered, the casino keeps $0.50 on average. Blackjack with basic strategy offers the highest RTP of any casino table game.
Grade: A letter rating from A+ (player edge) to F (above 1.2%). Anything below B means you should look for a better table.
Expected Loss/Hour: Your bet size × hands per hour × house edge. This turns an abstract percentage into a concrete dollar amount. A full table deals about 60 hands per hour, while heads-up play can reach 200+ — the speed directly multiplies your hourly cost.
4-Hour Session: The hourly loss extrapolated to a typical casino visit. This is your “cost of entertainment” for the session, assuming you play perfect basic strategy. Without basic strategy, multiply this number by 3-5×.
Related Blackjack Tools
- Basic Strategy Calculator — Optimal play for every hand (reduces edge to minimum)
- Decision EV Calculator — Exact EV for Hit/Stand/Double/Split on any hand
- Card Counting Guide — Hi-Lo system, true count conversion, and edge by count
- Variance Calculator — SD per hand/hour, N0, and confidence bands
- Session Simulator — Monte Carlo simulation of 1,000 sessions
- Bankroll Calculator — Required bankroll for your edge and risk tolerance
- Penetration Calculator — How cut card depth affects counting EV
- True Count Calculator — Running count to true count conversion
