Suppose that Donald owns a building that is worth $606 million to him. There is another person in the city, Bernie, who values the building at $1,312 million (we know this to be objectively true). Would it be efficient for the mayor of the city to seize the Donald's property and transfer it to Bernie? Explain.

Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter14: Game Theory
Section14.1: Two-person Zero-sum And Constant-sum Games: Saddle Points
Problem 4P
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QUESTION #1: Robin Hood Rides a Trolley
Part A:
(i)
Suppose that Donald owns a building that is worth $606 million to him.
There is another person in the city, Bernie, who values the building at $1,312 million
(we know this to be objectively true). Would it be efficient for the mayor of the city to
seize the Donald's property and transfer it to Bernie? Explain.
(ii)
Depict the transfer (i.e. draw the welfare diagram) using a simple demand
curve.
Transcribed Image Text:QUESTION #1: Robin Hood Rides a Trolley Part A: (i) Suppose that Donald owns a building that is worth $606 million to him. There is another person in the city, Bernie, who values the building at $1,312 million (we know this to be objectively true). Would it be efficient for the mayor of the city to seize the Donald's property and transfer it to Bernie? Explain. (ii) Depict the transfer (i.e. draw the welfare diagram) using a simple demand curve.
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