Blackjack Counting True Count Conversion 1 โ Questions and Answers
Question 1: What is the formula for converting a running count to a true count?
- True Count = Running Count รท Decks Remaining (Correct answer)
- True Count = Running Count ร Decks Remaining
- True Count = Running Count + Decks Remaining
- True Count = Running Count โ Decks Remaining
Correct answer: True Count = Running Count รท Decks Remaining
The true count normalizes the running count per deck remaining, allowing accurate comparison across different deck counts.
Question 2: Why is true count conversion necessary in multi-deck blackjack games?
- Running count alone doesn't reflect card density per deck (Correct answer)
- Casinos require it for compliance
- It makes the count easier to remember
- Single-deck games also require true count
Correct answer: Running count alone doesn't reflect card density per deck
A running count of +10 means more in a 1-deck game than a 6-deck game, so dividing by decks remaining normalizes the advantage.
Question 3: In a 6-deck shoe with 3 decks remaining and a running count of +12, what is the true count?
- +4 (Correct answer)
- +6
- +2
- +36
Correct answer: +4
True count = 12 รท 3 = +4; dividing the running count by remaining decks gives the normalized advantage measure.
Question 4: Estimating decks remaining in a shoe is typically done by:
- Visually judging the discard tray vs remaining cards (Correct answer)
- Asking the dealer
- Counting every card played
- Checking the casino display
Correct answer: Visually judging the discard tray vs remaining cards
Card counters estimate remaining decks by comparing the height of the discard tray to the remaining stack, rounding to the nearest half-deck.
Question 5: When should a card counter generally start raising their bet in a 6-deck game using Hi-Lo?
- When true count reaches +2 or higher (Correct answer)
- When running count reaches +6
- When half the shoe is dealt
- When the dealer shows a low card
Correct answer: When true count reaches +2 or higher
A true count of +2 or above typically signals a meaningful player advantage, making it profitable to increase bet size.
Question 6: In a single-deck game, the true count is always equal to the running count because:
- There is always 1 deck (or less) remaining (Correct answer)
- Single-deck games don't require counting
- The house edge is lower in single-deck
- Basic strategy covers all single-deck decisions
Correct answer: There is always 1 deck (or less) remaining
With only one deck in play, dividing the running count by approximately 1 (or less) deck remaining yields a true count equal or close to the running count.
What is the formula for converting a running count to a true count?