Mathematics of Keno and Lotteries 1st Edition

Mathematics of Keno and Lotteries is an elementary treatment of the arithmetic, primarily chance, and straightforward combinatorics, involved in lotteries and keno. This book explores the mathematical concepts behind popular games of chance, including keno and state lottery games like Powerball. Additionally, it delves into the financial mathematics related to lump-sum lottery prizes and their annuity options.

ISBN: 9781138723726

Author: Mark Bollman

Mark Bollman is a Mathematics Professor at Albion College in Michigan. He has extensive experience teaching various mathematics courses, including “Mathematics of the Gaming Industry.” Mark’s expertise lies in analyzing the mathematics behind games of chance, leading students on trips to Las Vegas to observe theory in practice. He has incorporated these principles into Albion’s Honors Program, providing a multidimensional perspective on the concept of gambling, encompassing literary, philosophical, historical aspects, along with a mathematical focus. Mark’s previous book is Elementary Gambling Mathematics: The Numbers behind The Neon.

FAQs

Q: What topics are covered in Mathematics of Keno and Lotteries 1st Edition?

A: The book covers elementary arithmetic, chance, combinatorics, and financial mathematics related to lotteries and keno games. It also discusses strategies for keno and lotteries from a mathematical perspective.

Q: Who is the author of Mathematics of Keno and Lotteries 1st Edition?

A: The author of the book is Mark Bollman, a Mathematics Professor at Albion College.

Q: Is Mathematics of Keno and Lotteries 1st Edition suitable for students interested in mathematics and gambling?

A: Yes, the book is ideal for students who want to delve into the mathematics behind games of chance like lotteries and keno, and understand the financial implications of these games.

Conclusion

Mathematics of Keno and Lotteries 1st Edition provides a comprehensive exploration of the mathematical principles underpinning lotteries and keno games. With a focus on chance, combinatorics, and financial mathematics, this book is an essential read for those interested in understanding the complexities of popular gambling games.