Consider the problem of PEI and NB, who are competing for the tourists arriving from Ontario and the Northeast U.S. If both choose to subsidize tourism by $15,000,000 (each); they will receive additional tourism revenue of $17,000,000 (each). If one province subsidizes tourism, but the other does not; the province with the subsidy will receive additional tourism revenue of $10,000,000 while the other will receive additional revenue of $3,000,000. a) If each province has the choice of subsidize or not, set up the payoff matrix for the game. b) Does either province have a dominant strategy? c) Is the outcome of this game optimal for the provinces?

Managerial Economics: Applications, Strategies and Tactics (MindTap Course List)
14th Edition
ISBN:9781305506381
Author:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Publisher:James R. McGuigan, R. Charles Moyer, Frederick H.deB. Harris
Chapter13: best-practice Tactics: Game Theory
Section: Chapter Questions
Problem 1.3CE
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Consider the problem of PEI and NB,
who are competing for the tourists
arriving from Ontario and the
Northeast U.S. If both choose to
subsidize tourism by $15,000,000
(each); they will receive additional
tourism revenue of $17,000,000 (each).
If one province subsidizes tourism, but
the other does not; the province with
the subsidy will receive additional
tourism revenue of $10,000,000 while
the other will receive additional
revenue of $3,000,000.
a) If each province has the choice of
subsidize or not, set up the payoff
matrix for the game.
b) Does either province have a
dominant strategy?
c) Is the outcome of this game optimal
for the provinces?
Transcribed Image Text:Consider the problem of PEI and NB, who are competing for the tourists arriving from Ontario and the Northeast U.S. If both choose to subsidize tourism by $15,000,000 (each); they will receive additional tourism revenue of $17,000,000 (each). If one province subsidizes tourism, but the other does not; the province with the subsidy will receive additional tourism revenue of $10,000,000 while the other will receive additional revenue of $3,000,000. a) If each province has the choice of subsidize or not, set up the payoff matrix for the game. b) Does either province have a dominant strategy? c) Is the outcome of this game optimal for the provinces?
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