Dimitrios and Ameera work for an international investment bank as foreign exchange traders. They are being questioned by the police on their suspected involvement in a series of market manipulation trades. The table below shows the cost of each strategy (in terms of the length in years of jail sentences they will receive), depending on whether they accuse each other or deny the crime. The first number is the payoff to Dimitrios, while the second number is the payoff to Ameera (the negative numbers signify losses). Assume that the game is a simultaneous one- shot game. Ameera Deny Accuse -2 -2 -15 -15 -8 -8 Based on this information, we can conclude that: Both traders will hold out and deny their involvement. Both traders will accuse each other, even though they will end up being in jail for eight years. Ameera will deny, whatever she expects Dimitrios to do. Dimitrios Accuse Deny

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
Chapter15A: Auction Design And Information Economics
Section: Chapter Questions
Problem 10E
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Dimitrios and Ameera work for an international investment bank as foreign exchange traders.
They are being questioned by the police on their suspected involvement in a series of market
manipulation trades. The table below shows the cost of each strategy (in terms of the length in
years of jail sentences they will receive), depending on whether they accuse each other or deny
the crime. The first number is the payoff to Dimitrios, while the second number is the payoff to
Ameera (the negative numbers signify losses). Assume that the game is a simultaneous one-
shot game.
Ameera
Deny
Accuse
-2
-2
-15
-15
-8
-8
Based on this information, we can conclude that:
O Both traders will hold out and deny their involvement.
Both traders will accuse each other, even though they will end up being in jail for eight
years.
Ameera will deny, whatever she expects Dimitrios to do.
Dimitrios
Accuse
Deny
Transcribed Image Text:Dimitrios and Ameera work for an international investment bank as foreign exchange traders. They are being questioned by the police on their suspected involvement in a series of market manipulation trades. The table below shows the cost of each strategy (in terms of the length in years of jail sentences they will receive), depending on whether they accuse each other or deny the crime. The first number is the payoff to Dimitrios, while the second number is the payoff to Ameera (the negative numbers signify losses). Assume that the game is a simultaneous one- shot game. Ameera Deny Accuse -2 -2 -15 -15 -8 -8 Based on this information, we can conclude that: O Both traders will hold out and deny their involvement. Both traders will accuse each other, even though they will end up being in jail for eight years. Ameera will deny, whatever she expects Dimitrios to do. Dimitrios Accuse Deny
Based on this information, we can conclude that:
Both traders will hold out and deny their involvement.
Both traders will accuse each other, even though they will end up being in jail for eight
years.
O Ameera will deny, whatever she expects Dimitrios to do.
There is a small possibility that both traders will get away with two years each.
Transcribed Image Text:Based on this information, we can conclude that: Both traders will hold out and deny their involvement. Both traders will accuse each other, even though they will end up being in jail for eight years. O Ameera will deny, whatever she expects Dimitrios to do. There is a small possibility that both traders will get away with two years each.
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