6. Eventually, Aron and Nora who we met in the previous problem were able to get together and have now been an item for some time. So long, in fact, that there are issues. Aron is a little insecure, which makes him jealous. Nora is none too pleased about it. When she arranges a girls' night out with some of her friends, Aron is very upset and threatens to break up. So Nora has to decide to go out with her friends or stay home with Aron. If she stays home, she gets a payoff of 0, whereas Aron gets what he wants and a payoff of 2 (perhaps he should be a little more concerned with Nora's happiness). On the other hand, if Nora decides to go out, then Aron must make a choice between breaking up or not. If he breaks up, both he and Nora are miserable and each receives a payoff of -1. If he does not, he gets a payoff of 1 while Nora gets what she wants and a payoff of 2. a) Draw the extensive form of this game. b) Find all Nash equilibria. Explain your answer carefully.
6. Eventually, Aron and Nora who we met in the previous problem were able to get together and have now been an item for some time. So long, in fact, that there are issues. Aron is a little insecure, which makes him jealous. Nora is none too pleased about it. When she arranges a girls' night out with some of her friends, Aron is very upset and threatens to break up. So Nora has to decide to go out with her friends or stay home with Aron. If she stays home, she gets a payoff of 0, whereas Aron gets what he wants and a payoff of 2 (perhaps he should be a little more concerned with Nora's happiness). On the other hand, if Nora decides to go out, then Aron must make a choice between breaking up or not. If he breaks up, both he and Nora are miserable and each receives a payoff of -1. If he does not, he gets a payoff of 1 while Nora gets what she wants and a payoff of 2. a) Draw the extensive form of this game. b) Find all Nash equilibria. Explain your answer carefully.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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
Transcribed Image Text:6. Eventually, Aron and Nora who we met in the previous problem were able to get together and
have now been an item for some time. So long, in fact, that there are issues. Aron is a little
insecure, which makes him jealous. Nora is none too pleased about it. When she arranges a girls'
night out with some of her friends, Aron is very upset and threatens to break up. So Nora has to
decide to go out with her friends or stay home with Aron. If she stays home, she gets a payoff of
0, whereas Aron gets what he wants and a payoff of 2 (perhaps he should be a little more
concerned with Nora's happiness). On the other hand, if Nora decides to go out, then Aron must
make a choice between breaking up or not. If he breaks up, both he and Nora are miserable and
each receives a payoff of -1. If he does not, he gets a payoff of 1 while Nora gets what she wants
and a payoff of 2.
a) Draw the extensive form of this game.
b) Find all Nash equilibria. Explain your answer carefully.
c) Find the backward induction solution. Explain your answer carefully.
d) Explain any difference between your answer in parts b) and c).
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