Solving the Roulette Problem: Strategies & Odds

  • Context: Undergrad 
  • Thread starter Thread starter Galteeth
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SUMMARY

The discussion focuses on strategies for betting on an American roulette wheel, specifically using a modified Martingale betting strategy. Participants analyze the odds of winning when betting on color, which is calculated as 9/19 per spin. The betting sequence involves starting with a minimum bet of $5 and doubling or tripling bets after losses, leading to a sequence of bets like $5, $10, $30, and $90. The conversation suggests utilizing data modeling and simulation techniques in R or Excel to evaluate potential outcomes over 100 bets while considering maximum bet limits and the risk of reverting to the minimum bet.

PREREQUISITES
  • Understanding of American roulette odds and betting mechanics
  • Familiarity with the Martingale betting strategy
  • Basic knowledge of data modeling techniques
  • Proficiency in R or Excel for simulation purposes
NEXT STEPS
  • Research the Martingale betting strategy and its implications in gambling
  • Learn how to implement simulations in R for probability modeling
  • Explore Excel functions for statistical analysis and data visualization
  • Investigate strategies to manage bankroll effectively in gambling scenarios
USEFUL FOR

Gamblers, data analysts, and anyone interested in understanding betting strategies and risk management in roulette games.

Galteeth
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Ok. Say the minimum bet on a roulette wheel is five. Assume an American roulette wheel with 38 numbers, two of which are zeros (non-colored).

You're going to be betting on a color so the odds of winning an individual spin is 9/19.

If you win, you reset to a minimum bet. If you lose, your next bet is double your total losses, or past the first bet, triple the previous. In other words, the bets look like this: 5, 10, 30, 90, 270, etc...

What are ways to model the odds of winning money in say, 100 bets, at some maximum bet limit where losing said bet will also cause you to revert to your minimum bet?
 
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You can use data modeling and simulation, on R or Excel.
 
Sounds like a variant of the Martingale betting strategy - the articles on that might give you an idea how to work out things like expected winnings, probability of bankruptcy etc.
 

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