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Blackjack Basic Strategy: A Practical, No-Nonsense Guide for Beginners

Hold on — before you bet: basic strategy isn’t a trick. It’s a set of mathematically derived decisions that trims the house edge and makes your sessions steadier. Short wins still happen. Long-term, the strategy keeps loss variance smaller and gives you the best possible odds the table allows.

Here’s the thing. Learn the chart. Use it. Repeat. That single discipline will change how you play more than any “system” that promises quick riches. To be practical: this guide shows you which choices reduce expected loss, gives quick checklists, covers common mistakes, and includes two short mini-cases so you can test the logic in real situations.

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Why Basic Strategy Matters — The Core Ideas

Short answer: blackjack is one of the few casino games where your choices affect the long-term expectation. Basic strategy maps a given player hand and dealer up-card to the decision (hit/stand/double/split/surrender) that minimizes expected loss. It doesn’t guarantee winning sessions. It reduces the house edge from about 2%–2.5% (with poor play) to roughly 0.5% with perfect basic strategy under common rules.

At first, that 1–2% might sound tiny. But over thousands of hands it’s material — and crucial if you prefer longer sessions instead of volatile swings. On the other hand, you’ll see losses still; variance is unavoidable. Be ready for that.

Core Actions: What to Do and When

Here’s a compact decision map for the most common situations. Memorise the bold rules below; they cover roughly 90% of in-play choices.

  • Always split Aces and 8s. Splitting Aces gives two chances to make strong hands; splitting 8s converts a busted 16 into two hands that can win more often.
  • Never split 10s or 5s. A 10-value pair is already 20; splitting wastes value. Two 5s combine well as a double.
  • Double down on 10 vs dealer 9 or less; on 11 vs dealer Ace-less hands. These are your best EV doubling spots.
  • Stand on hard 17+. Don’t risk hitting a high bust probability.
  • Hit on hard 11 or less. You can’t bust with 11 or less.
  • On soft totals (an Ace counted as 11): with soft 18 (A,7), stand vs dealer 2–8; hit vs 9–A; double vs 3–6 if doubling allowed.

Small aside: rule variations (dealer hits/stands on soft 17, number of decks, doubling after split allowed) shift optimal play slightly. Use the chart specific to the table rules if you can.

Simple Comparison: Approaches to Playing Blackjack

Approach Complexity Effect on House Edge Risk Recommended for Beginners?
Basic Strategy Chart Low Reduces edge to ~0.5% Moderate (variance remains) Yes
Card Counting High Can flip edge in player’s favour (skill & rules dependent) High (detection risk; requires bankroll & discipline) No — not until basics mastered
Betting Systems (Martingale) Low No edge reduction; can increase short-term variance Very high (catastrophic drawdowns) No
Play by Feel / Hunch Low Usually worse than basic strategy High No

Memorisation Tricks & Practical Drills

Something that helped me: chunk the strategy into three quick rules for in-session use — (1) split A,A and 8,8; (2) double hands of 9–11 when dealer’s card is weak; (3) stand on 17+. That covers most choices you’ll face.

Practice drills:

  1. Use a basic-strategy trainer app or single-deck flashcards for 15 minutes daily for a week.
  2. Play free-play casino tables or demo modes first; nothing beats real decisions under mild pressure.
  3. Track your decisions for 100 hands to find recurring mistakes.

If you want a legal, straightforward place to test free tables that mimic real money rules, consider a reputable platform where demo games and clear rules are present — for example, you can try practice tables at visit site — but always check the table rules and house policy before staking real money.

Mini-Case Examples (Short, Practical)

Case 1 — You: 16 (hard), Dealer: 10. Decision? Hit. Explanation: hard 16 vs dealer 10 is a loss-heavy matchup; standing loses more often than taking a chance. Not pretty, but mathematically preferable.

Case 2 — You: A,6 (soft 17), Dealer: 4. Decision? Double if allowed; otherwise hit. Explanation: soft 17 vs dealer 4 is an opportunity to improve EV by doubling — the dealer’s weak up-card increases the chance they bust.

Quick Checklist Before Sitting at Any Table

  • Check rules: dealer stands or hits on soft 17? (S17 better for player)
  • Confirm number of decks (single/deck/6-deck affects variance)
  • Is doubling after split allowed? This improves player EV
  • Bring a pre-printed or memorised basic strategy chart for reference (until internalised)
  • Set stake limits: session loss limit and stop-win point before starting
  • Complete KYC for cashouts if playing real money — do it early to avoid withdrawal delays

Common Mistakes and How to Avoid Them

  • Ignoring table rules: Mistake — assuming all blackjack tables share identical rules. Fix — always verify S17/H17, DAS (double after split), resplitting Aces, and payout for blackjack (3:2 vs 6:5).
  • Overusing betting systems: Mistake — Martingale and similar increase catastrophic risk. Fix — use flat betting sized to your bankroll and session plan.
  • Emotional play: Mistake — chasing losses or “making up for a bad beat.” Fix — enforce session timeout and loss limits; walk away when tired or tilted.
  • Bad surrender habits: Mistake — never using late surrender where allowed. Fix — surrender hard 16 vs dealer 9–10 or hard 15 vs 10 in applicable rulesets.
  • Poor bankroll sizing: Mistake — staking too high relative to bankroll. Fix — set unit bet so that a 100–200 unit bankroll fits your risk tolerance (e.g., 100–200 bets of your base unit).

Mini-FAQ

Q: Is basic strategy legal and ethical?

A: Absolutely. Basic strategy is simply the mathematically optimal choice table by table. It’s legal and widely taught. Casinos expect skilled players; they only act against card counters in extreme cases, not basic strategists.

Q: Will basic strategy make me a winner?

A: Short answer: not automatically. Basic strategy reduces the house edge but doesn’t ensure profit. To win long-term you need favourable rules, a discipline in bankroll, possibly advantage play (e.g., counting under suitable conditions), and a sizable roll for variance management.

Q: How much should I bet per hand?

A: Size your bets relative to bankroll and risk tolerance. A conservative approach: base unit = 0.5%–1% of bankroll. This avoids severe drawdowns and lets variance behave.

Q: What about single-deck vs multi-deck?

A: Single-deck generally slightly favours the player more (lower house edge) if rules are similar, but casinos often adjust payouts or rules to keep a healthy margin. Always check the full rule set.

Two Short Practice Routines You Can Do Tonight

Routine A (15 minutes): set a timer and flip through 40 random hand scenarios on a trainer app. Score yourself; aim for 85%+ accuracy within a week.

Routine B (Live-sim 50 hands): play 50 hands in demo tables with the exact table rules you want to use later. Track decisions in a simple spreadsheet: hand, dealer up-card, decision, correct? Learn from recurring errors.

Responsible Play & Australian Regulatory Notes

18+ only. Play within your local laws. In Australia, online casino access is a legal grey area; operators often run under offshore licences (e.g., Curacao), and domestic blocking can occur. Always check an operator’s licence, KYC/AML processes and withdrawal reputation before depositing. Do not play with money you can’t afford to lose. Use deposit limits, session timers, and self-exclusion tools if you feel your play is becoming risky.

If gambling feels like it’s causing harm, contact Lifeline (13 11 14) or Gambling Help Online (1800 858 858). Responsible gambling is non-negotiable.

Final Notes — A Short, Real-World Perspective

To be honest, the best players I know treat blackjack like a disciplined hobby. They learn the chart, play the rules that give them the best odds, and treat wins as bonuses rather than expectations. You’ll have bad streaks. You’ll have comfortable sessions. The strategy gives you the clearest, most reliable path through those swings.

If you stick to good rules selection, proper bankroll sizing, and disciplined betting, basic strategy is one of the smartest things you can do at the table. It doesn’t make luck behave, but it does mean you lose less to randomness over time.

Sources

  • https://wizardofodds.com/games/blackjack/
  • https://www.blackjackapprenticeship.com/
  • https://www.gaming.nv.gov/

About the Author

James Carter, iGaming expert. James has 12 years’ experience in casino strategy and player education across both land-based and online venues. He focuses on practical, risk-aware play and clear, actionable advice for beginners.

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