Consider a Poker game where an opponent tells you that the five cards she or he holds (and which you cannot see) represent a hand that beats 60% of all other possible hands. (If you aren't that familiar with Poker, a quick web search will help you understand the relationships between terrible and excellent poker hands -- with better hands having lower probability) Discuss how you would use that knowledge, along with the Hypergeometric Distribution, to correctly identify the hand your opponent is holding. Be very specific in describing your step by step approach to solving the problem. Exactly what probabilities would you be calculating, in what order, and why? How accurate can you be, and why can't you be more accurate than that?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Consider a Poker game where an opponent tells you
that the five cards she or he holds (and which you
cannot see) represent a hand that beats 60% of all
other possible hands. (If you aren't that familiar with
Poker, a quick web search will help you understand
the relationships between terrible and excellent poker
hands -- with better hands having lower probability)
Discuss how you would use that knowledge, along
with the Hypergeometric Distribution, to correctly
identify the hand your opponent is holding. Be very
specific in describing your step by step approach to
solving the problem. Exactly what probabilities would
you be calculating, in what order, and why? How
accurate can you be, and why can't you be more
accurate than that?
Transcribed Image Text:Consider a Poker game where an opponent tells you that the five cards she or he holds (and which you cannot see) represent a hand that beats 60% of all other possible hands. (If you aren't that familiar with Poker, a quick web search will help you understand the relationships between terrible and excellent poker hands -- with better hands having lower probability) Discuss how you would use that knowledge, along with the Hypergeometric Distribution, to correctly identify the hand your opponent is holding. Be very specific in describing your step by step approach to solving the problem. Exactly what probabilities would you be calculating, in what order, and why? How accurate can you be, and why can't you be more accurate than that?
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