Responder's Decision Rule with Reciprocal Preferences
A Responder with reciprocal preferences decides whether to accept an offer by comparing the monetary payoff with the psychological satisfaction of punishing the Proposer. Their decision rule is to reject the offer if the satisfaction from rejecting it exceeds the monetary value of the offer, . This rule can be expressed as an inequality which can then be algebraically rearranged for further steps in the analysis.
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Introduction to Microeconomics Course
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CORE Econ
Ch.4 Strategic interactions and social dilemmas - The Economy 2.0 Microeconomics @ CORE Econ
The Economy 2.0 Microeconomics @ CORE Econ
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Strength of the Reciprocity Motive (R)
Responder's Decision Rule with Reciprocal Preferences
Minimum Acceptable Offer with Reciprocal Preferences
In a scenario where two individuals must divide $100, a widely accepted social norm suggests a 50-50 split ($50 each). A model of behavior suggests that if one person (the Responder) receives an offer they feel is unfair, their satisfaction from rejecting that offer—and thus punishing the other person—is greater for offers that deviate more from the social norm. Based on this model, which of the following statements is the most accurate comparison of a Responder's potential satisfaction from rejecting different offers?
Analyzing a Responder's Choice
Explaining Rejection Satisfaction
In a model where a Responder's satisfaction from rejecting an offer is inversely proportional to how much the offer falls below a social norm, a Responder would derive a small, but positive, amount of satisfaction from rejecting an offer that is exactly equal to the social norm (e.g., a $50 offer in a $100 split).
A model of reciprocal behavior proposes that the satisfaction a person (a 'Responder') gets from rejecting an unfair monetary offer is inversely related to the size of the offer, relative to a social norm. Consider a situation where two people are to split $100, and the social norm is an equal $50-$50 split. Arrange the following offers the Responder could receive based on the amount of satisfaction they would get from rejecting each one. The offer yielding the highest rejection satisfaction should be first.
In a scenario where two individuals are tasked with splitting $100, the generally accepted social norm is a 50-50 split ($50 each). A behavioral economic model suggests that the satisfaction a Responder derives from rejecting an offer is inversely proportional to how much the offer is below the social norm. Match each offer made to the Responder with the corresponding level of satisfaction they would gain from rejecting it, based on this model.
Analyzing the Model of Reciprocity
In a behavioral model that accounts for a person's reaction to perceived unfairness, the satisfaction gained from rejecting a monetary offer that falls below a social norm is ______ related to the size of that offer.
Evaluating the Model of Reciprocal Motives
Comparing Reciprocal Reactions
Responder's Decision Rule with Reciprocal Preferences
Responder's Punitive Reaction to Offers Breaching Social Norms
In a one-shot game where a 'Proposer' is given $100 and must offer a portion to a 'Responder', who can either accept or reject the offer (if rejected, neither player gets anything), experimental results consistently show two things: 1) Proposers most frequently offer between $40 and $50. 2) Responders often reject offers below $20. What is the most logical conclusion to draw from this evidence about the players' motivations?
Predicting Offers Based on Social Context
Evaluating the Homo economicus Model in the Ultimatum Game
In a one-shot ultimatum game where a Proposer is given $10 to split, a Proposer behaving as a purely self-interested actor (Homo economicus) would offer the Responder $5, as this is the fairest split and most likely to be accepted.
Explaining Proposer Behavior in the Ultimatum Game
In a one-shot game, a 'Proposer' is given a sum of money and must offer a portion to a 'Responder'. The Responder can either accept the offer (in which case they both get the agreed-upon split) or reject it (in which case both players get nothing). Match each player's motivation to their most likely action in this game.
A 'Proposer' in a one-shot game is given $100 to split with a 'Responder'. The Proposer knows that the Responder can reject the offer, in which case both players receive nothing. The Proposer is not a purely self-interested actor and considers social factors. Arrange the following steps to reflect the Proposer's most likely logical thought process when deciding on an offer.
In a one-shot game where a 'Proposer' offers a split of a sum of money to a 'Responder', experimental results show that Proposers often offer a significant portion (e.g., 40-50%) of the total sum. This behavior, which deviates from the prediction for a purely self-interested actor, indicates that the Proposer's decision is heavily influenced by their perception of social ____.
Analyzing Proposer Behavior Across Different Social Contexts
In a one-shot game, a 'Proposer' is given $10 to split with a 'Responder'. If the Responder rejects the offer, both players receive $0. A purely self-interested Proposer would offer the smallest possible positive amount (e.g., $1), assuming the Responder would accept any gain over nothing. However, in real experiments, Proposers often offer a much larger share, such as $4. Which of the following statements best analyzes the Proposer's strategic thinking behind offering $4 instead of $1?
Learn After
Minimum Acceptable Offer
Evaluating a Bargaining Offer
In a two-person bargaining situation, a Responder's psychological satisfaction from rejecting a monetary offer of '$y' is calculated using the expression:
Satisfaction = 8 - y. If the Proposer offers the Responder $3, what will the Responder do based on the principle of comparing the monetary gain to the satisfaction from rejection?Analyzing Rational Rejection in Bargaining
In a bargaining scenario, an individual's psychological satisfaction (S) from rejecting a monetary offer of value 'y' is described by the function S = 12 - 2y. This individual will choose to reject any offer if the satisfaction gained from rejecting is greater than the monetary value of the offer itself. Based on this rule, which of the following inequalities describes the condition under which the individual will ACCEPT an offer?
Comparing Economic Models of Bargaining Behavior
Consider an individual who decides whether to accept a monetary offer by comparing the value of the offer to the psychological satisfaction they would get from rejecting it. Their satisfaction from rejection is known to decrease as the offer amount increases. Based on this model, it is logically possible for this individual to accept a small monetary offer but reject a larger one.
Analyzing Fairness Sensitivity in Bargaining
A Proposer has a sum of money to split. Four different Responders are considering an offer of 'y$). Match each Responder's satisfaction function to their resulting decision-making behavior.
Critiquing a Behavioral Bargaining Model
In a bargaining scenario, an individual's psychological satisfaction from rejecting a monetary offer of value 'y' is described by the function S = 15 - y. This person's decision rule is to reject any offer where the satisfaction from rejecting is greater than the monetary value of the offer. They will be exactly indifferent between accepting and rejecting when the offer amount is $____. (Enter a numerical value only)