A large group of players each guesses a number between 0 and 300. The winner is the person whose umber is closest to three-fifth of the average guess. What is the Nash equilibrium? Will it be observed? What do you expect for the outcome of this game with next year's 203 class? (Considering that they have similar sophistication to your class but they have not covered game theory yet.)

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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A large group of players each guesses a number between 0 and 300. The winner is
the person whose number is closest to three-fifth of the average guess. What is the Nash
equilibrium? Will it be observed? What do you expect for the outcome of this game with next
year's 203 class? (Considering that they have similar sophistication to your class but they
have not covered game theory yet.)
Transcribed Image Text:A large group of players each guesses a number between 0 and 300. The winner is the person whose number is closest to three-fifth of the average guess. What is the Nash equilibrium? Will it be observed? What do you expect for the outcome of this game with next year's 203 class? (Considering that they have similar sophistication to your class but they have not covered game theory yet.)
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