Microeconomics (6th Edition)
Microeconomics (6th Edition)
6th Edition
ISBN: 9780134106243
Author: R. Glenn Hubbard, Anthony Patrick O'Brien
Publisher: PEARSON
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Chapter 14, Problem 14.2.16PA

Subpart (a):

To determine

Dominant strategy of firm.

Subpart (b):

To determine

Prisoner’s dilemma.

Subpart (c):

To determine

Dominant strategy of firm.

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Fill in the chart attached and answer the following questions:  a) Bert's dominant strategy is to: (pick the correct answer below ) - no dominant strategy - fish for 20 hours per week -fish for 40 hours per week.    b) Ernie's dominant strategy is to: ( pick the correct answer below)  - no dominant strategy - fish for 20 hours per week -fish for 40 hours per week.  c) Is there a Nash Equilibrium? ( pick the correct answer below)  - No - Yes, both fish for 20 hours per week - Yes, one fisher for 40 and the other for 20.  - Yes both fish for 30 hours per week.    d) Is there an incentive for Bert and Ernie to collude? Why or why not?
This is a Microeconomics problem. Review the following game and answer the following questions in order: (here the two players have different strategies to play, but every other aspect of a typical game holds for them).  (a) Does Moto Corp. have a dominant strategy? Explain your answer. (b) Does Zport Co. have a dominant strategy? Explain your answer. (c) Is there an equilibrium solution to the above game? Explain your answer.
A case study in the chapter describes a phoneconversation between the presidents of AmericanAirlines and Braniff Airways. Let’s analyze thegame between the two companies. Suppose thateach company can charge either a high price fortickets or a low price. If one company charges $300,it earns low profit if the other company also charges$300 and high profit if the other company charges$600. On the other hand, if the company charges $600,it earns very low profit if the other company charges$300 and medium profit if the other company alsocharges $600.a. Draw the payoff matrix for this game.b. What is the Nash equilibrium in this game?Explain.c. Is there an outcome that would be better than theNash equilibrium for both airlines? How could itbe achieved? Who would lose if it were achieved?
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