Susan and Bill are playing a sequential bargaining game that Susan makes the offer to Bill with the fraction ag of the total amunt of the payoffs when time t = 0. If Bill rejects the offer then Bill makes the offer to Susan with the fraction Ps of the total amunt of the payoffs in the next time period t = 1. If Susan also rejects the offer, then an independent agent will split the payoffs into (0.4, 0.4) in between Susan and Bill in the next time period t = 2. If the discount factor value os for Susan is (85= 3), for what range of discount values & would result in Bill agreeing to accept less than half the prize money immediately? (Notes: you should give your answer to 3 significant figures if it is NON-ZERO.) <8B <

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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Susan and Bill are playing a sequential bargaining game that Susan makes the offer to Bill with the fraction ag of the total amunt of the payoffs when time t = 0. If Bill rejects the offer then Bill makes the
offer to Susan with the fraction ßs of the total amunt of the payoffs in the next time period t = 1. If Susan also rejects the offer, then an independent agent will split the payoffs into (0.4, 0.4) in between
Susan and Bill in the next time period t = 2.
If the discount factor value ôs for Susan is (8s = ), for what range of discount values dg would result in Bill agreeing to accept less than half the prize money immediately?
(Notes: you should give your answer to 3 significant figures if it is NON-ZERO.)
< 8g <
Transcribed Image Text:Susan and Bill are playing a sequential bargaining game that Susan makes the offer to Bill with the fraction ag of the total amunt of the payoffs when time t = 0. If Bill rejects the offer then Bill makes the offer to Susan with the fraction ßs of the total amunt of the payoffs in the next time period t = 1. If Susan also rejects the offer, then an independent agent will split the payoffs into (0.4, 0.4) in between Susan and Bill in the next time period t = 2. If the discount factor value ôs for Susan is (8s = ), for what range of discount values dg would result in Bill agreeing to accept less than half the prize money immediately? (Notes: you should give your answer to 3 significant figures if it is NON-ZERO.) < 8g <
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