Responder Competition Lowers Rejection Rates Due to Uncertainty
Introducing competition between Responders by changing the rules of the ultimatum game significantly alters the outcome. When two Responders are present, each is more likely to accept a lower offer because they are uncertain about what the other will do. This dynamic reduces the overall probability of an offer being rejected, which in turn allows the Proposer to make a less generous offer and secure a higher payoff.
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Ch.4 Strategic interactions and social dilemmas - The Economy 2.0 Microeconomics @ CORE Econ
Ch.5 The rules of the game: Who gets what and why - The Economy 2.0 Microeconomics @ CORE Econ
The Economy 2.0 Microeconomics @ CORE Econ
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Consider two distinct one-time bargaining situations involving a Proposer and a Responder who must agree on how to split $100.
Situation 1: The Proposer makes a take-it-or-leave-it offer. If the Responder accepts, they split the money as proposed. If the Responder rejects, both get nothing.
Situation 2: The Proposer dictates the split, and the Responder automatically receives their share with no ability to reject the offer.
How does the change in rules from Situation 1 to Situation 2 affect the relative bargaining power of the Proposer and the likely outcome?
Impact of Competition on Bargaining Outcomes
Consider three different one-time bargaining scenarios over a sum of $100. Arrange these scenarios in order from the one that gives the Proposer the MOST bargaining power to the one that gives the Proposer the LEAST bargaining power.
Analyzing the Impact of a Modified Rejection Payoff
Evaluating Rule Structures for Equitable Bargaining
In a strategic interaction where one person (the Proposer) offers to split a sum of money with another person (the Responder), match each modification to the rules with its most likely effect on the balance of bargaining power.
True or False: Consider a one-time bargaining situation where a Proposer offers a split of $100 to a Responder. If the rule is changed from 'a rejection means both players get $0' to 'a rejection means the Responder gets $10 and the Proposer gets $0', this change in rules decreases the Responder's bargaining power.
In a one-time bargaining interaction, a Proposer offers to split $100 with a single Responder. If the Responder rejects the offer, both individuals receive nothing. If the rules are changed so that the Proposer makes an offer to two Responders simultaneously, and the split is finalized with the first Responder to accept, the introduction of this competition is expected to cause the average offer amount accepted by a Responder to ________.
Analyzing the Impact of an Outside Option on Bargaining Power
A research institute is studying how different rule structures affect negotiation outcomes. They set up four different scenarios for a Proposer to split a $100 prize with a Responder. In which of the following scenarios does the Proposer have the most structural power, making a highly unequal split (e.g., the Proposer keeping almost everything) the most probable outcome?
How Game Rules Shape Bargaining Power in the Ultimatum Game
Impact of a Responder's Outside Option on Ultimatum Game Outcomes
Learn After
Responder Behavior Under Competition vs. Self-Interest
A manager has a $100 bonus to award. The manager proposes to keep a portion and give the rest to an employee.
Consider two situations:
- Situation A: The manager makes a take-it-or-leave-it offer to a single employee, Chloe. If Chloe rejects the offer, neither she nor the manager gets any bonus money.
- Situation B: The manager makes the same take-it-or-leave-it offer simultaneously to two employees, Chloe and David. If at least one employee accepts, the first to do so gets the employee's share of the bonus, and the manager gets their share. If both reject, no one gets any money.
Which of the following best analyzes how Chloe's decision-making process in Situation B would differ from Situation A?
Evaluating a Bargaining Strategy
Explaining Behavior in a Competitive Bargaining Game
Consider a bargaining scenario where a Proposer offers to split a sum of money with a Responder, who can accept or reject the offer. If the rules are changed to include two Responders instead of one (where the first to accept gets the money), a Responder is more likely to accept a low offer. The primary reason for this change in behavior is that the presence of a competitor makes the Responder feel the Proposer is more justified in keeping a larger share.
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Match each bargaining scenario with the description that best characterizes the primary influence on the Responder's or Recipient's decision-making process.
In a bargaining game where a Proposer makes an offer to two competing Responders, the power of a single Responder to punish the Proposer by rejecting a low offer is significantly reduced. This is primarily due to the ________ created by not knowing how the other Responder will act.
A Proposer offers to split $100, giving just $10 to a Responder. However, there are two Responders, Alex and Ben, and the first one to accept the $10 gets it. If both reject, no one gets anything. Arrange the following steps to accurately represent Alex's logical thought process, which leads to a higher likelihood of accepting the low offer.
A company needs to hire one of two equally qualified freelance consultants for a project. The company makes a simultaneous, non-negotiable offer to both consultants. The offer is for a fee that is considered low for the amount of work required. The first consultant to accept the offer will be awarded the contract. If both reject it, the company will look for other options. Which of the following statements provides the most accurate evaluation of the company's hiring strategy?
A research institute conducts two versions of a bargaining experiment. In both versions, a 'Proposer' is given $100 and must offer a portion of it to other participants.
- Version 1: The Proposer makes a single take-it-or-leave-it offer to one 'Responder'. If the Responder rejects the offer, neither party receives any money.
- Version 2: The Proposer makes a single take-it-or-leave-it offer simultaneously to two 'Responders'. If at least one Responder accepts, the first to do so gets the offered amount, and the Proposer keeps the rest. If both reject, no one gets any money.
Based on the principles of strategic interaction, which of the following outcomes is most likely when comparing Version 2 to Version 1?