Firm A Strategy Advertise Don't Advertise Firm B Advertise 0,0 -1,40 Don't Advertise 40, -1 10, 10 Two cigarette manufacturers play the following simultaneous-move billboard advertising game. Profit payoffs for both companies are shown in the normal form game below. There is a 20 percent chance that the government will ban cigarette sales in any given year. If they collude and Firm A cheats, how much will Firm A earn in period 1? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). A/ What is the probability that the game will end? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred percent" you need to type in "100"). If they collude and Firm A cheats, what will be the profit for Firm A for all periods? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). If they collude, cooperate and Firm A does not cheat, what will be the profit for Firm A for all periods? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). Does Firm A have an incentive to cheat? (Type "yes" or "no" for your response).

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter15: Imperfect Competition
Section: Chapter Questions
Problem 15.7P
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Question
Firm A
Strategy
Advertise
Don't Advertise
Firm B
Advertise
0,0
-1,40
Don't Advertise
40, -1
10, 10
Two cigarette manufacturers play the following simultaneous-move billboard
advertising game. Profit payoffs for both companies are shown in the normal form
game below. There is a 20 percent chance that the government will ban cigarette
sales in any given year.
If they collude and Firm A cheats, how much will Firm A earn in period 1? (Enter a
numerical value as your answer with no decimal points. For example, if your answer
is "one hundred" you need to type in "100").
What is the probability that the game will end? (Enter a numerical value as your
answer with no decimal points. For example, if your answer is "one hundred percent"
you need to type in "100").
If they collude and Firm A cheats, what will be the profit for Firm A for all periods?
(Enter a numerical value as your answer with no decimal points. For example, if your
answer is "one hundred" you need to type in "100").
If they collude, cooperate and Firm A does not cheat, what will be the profit for Firm
A for all periods? (Enter a numerical value as your answer with no decimal points. For
example, if your answer is "one hundred" you need to type in "100").
Does Firm A have an incentive to cheat? (Type "yes" or "no" for your response).
Transcribed Image Text:Firm A Strategy Advertise Don't Advertise Firm B Advertise 0,0 -1,40 Don't Advertise 40, -1 10, 10 Two cigarette manufacturers play the following simultaneous-move billboard advertising game. Profit payoffs for both companies are shown in the normal form game below. There is a 20 percent chance that the government will ban cigarette sales in any given year. If they collude and Firm A cheats, how much will Firm A earn in period 1? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). What is the probability that the game will end? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred percent" you need to type in "100"). If they collude and Firm A cheats, what will be the profit for Firm A for all periods? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). If they collude, cooperate and Firm A does not cheat, what will be the profit for Firm A for all periods? (Enter a numerical value as your answer with no decimal points. For example, if your answer is "one hundred" you need to type in "100"). Does Firm A have an incentive to cheat? (Type "yes" or "no" for your response).
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