Free PDF Mathematics of Casino Gaming, by Gerald Brown
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Mathematics of Casino Gaming, by Gerald Brown
Free PDF Mathematics of Casino Gaming, by Gerald Brown
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This book shows the reader how to use some basic math tools to analyze casino gambling games including craps, roulette, keno, and blackjack.
- Sales Rank: #356951 in eBooks
- Published on: 2013-02-04
- Released on: 2013-02-04
- Format: Kindle eBook
Most helpful customer reviews
1 of 1 people found the following review helpful.
Gambling Math Not Gambling Myth.
By Jay G.
The title of of this book tells you all you need to know about it. Gerald Brown doesn't just tell you the odds of the more popular casino games. He explains how those odds are calculated. You will learn about equally likely outcomes, trials and events. You'll learn about the equations used for calculating the odds for craps, roulette, blackjack and keno. Brown will teach you how to work the equations yourself. You will read why betting systems don't work. Brown breaks down the material so it's easy to understand. Even if math was something you disliked in school.
Most gamblers are probably not going to be using Pascal' s Triangle or Binomial Theorem while playing in the casino. However, if you're interested in becoming a more knowledgeable gambler or just more knowledgeable in general, I think this is a book you'll like.
0 of 0 people found the following review helpful.
Very good coverage of the topic; math but not too much!
By Aaron W
This is a good no nonsense introduction to what's really going on in the casinos and the futility of trying to outdo them with some betting scheme. Mr. Brown shows the math in a way those of us with basic skills can understand; I.e., it's math for non math majors. The chapter on betting systems is excellent and well presented. I wish more people read it as they would save themselves a lot of money.
0 of 0 people found the following review helpful.
Great for the casino boss
By jeff d.
Good book but a lot of more difficult math. It brings me back to high school. Ahg
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