Bruno's Optimal Choice at 16 Hours of Free Time
Bruno's profit-maximizing choice under coercion can be understood by analyzing the Marginal Rate of Substitution (MRS) and the Marginal Rate of Transformation (MRT). He selects the allocation on Angela's reservation indifference curve where her MRS is equal to the MRT. In this example, this occurs when Angela has 16 hours of free time, representing the point of tangency between her indifference curve and the feasible frontier.
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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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Bruno's Optimal Choice at 16 Hours of Free Time
Maximizing Surplus under Coercion
A landowner, who can compel a tenant farmer to work, seeks to maximize their own share of the harvest. At the current arrangement, the amount of extra grain produced from one more hour of the farmer's labor is greater than the amount of grain the farmer requires as compensation to give up that hour of free time (while remaining at their minimum survival level of well-being). To maximize their surplus, what should the landowner do?
Evaluating a Coercive Labor Contract
Evaluating a Coercive Labor Contract
An economic advisor tells a landowner, who has the power to compel a tenant farmer to work, the following: "To maximize your own surplus, you should force the farmer to work the number of hours that results in the largest possible total harvest." Evaluate this advice.
A landowner has coercive power over a farmer and wants to choose a work requirement that maximizes the landowner's own surplus (the grain left over after giving the farmer just enough to survive). The landowner knows two things for any given level of work: 1) The rate at which an extra hour of the farmer's work can be transformed into additional grain. 2) The rate at which the farmer, at their survival level, is willing to trade an hour of free time for grain. How should the landowner identify the surplus-maximizing number of work hours?
A landowner, who can compel a farmer to work, wants to maximize the amount of grain they keep. At the current arrangement, the amount of extra grain produced if the farmer works one more hour is greater than the amount of grain the farmer would need to be compensated to willingly give up that hour of free time (while remaining at their survival level). True or False: The landowner has found the arrangement that maximizes their own surplus.
A landowner with coercive power over a farmer aims to maximize their own grain surplus. The farmer is provided with just enough grain to survive. At the current work arrangement, the amount of additional grain that would be produced from one more hour of the farmer's labor is 2 bushels. However, the amount of grain required to compensate the farmer for that lost hour of free time (to keep them at their survival level of well-being) is 3 bushels. Based on this information, what should the landowner do to maximize their surplus?
Analyzing the Surplus-Maximizing Condition under Coercion
Evaluating a Landowner's Profit Strategy
Learn After
A landowner, who seeks to maximize profit, makes a take-it-or-leave-it offer to a worker. The worker has an outside option and will only accept an offer that provides at least the same level of utility. The combinations of the worker's free time and total output are represented by a feasible frontier. Which of the following descriptions best characterizes the profit-maximizing allocation for the landowner?
A landowner wants to maximize the grain they receive from a tenant farmer, who will only accept an offer that meets a minimum level of well-being. At the current proposed allocation of work and grain, the rate at which the farmer is willing to trade an hour of free time for grain is 2 bushels. However, the technology available allows an extra hour of work to produce 3 bushels of grain.
Statement: The landowner is currently maximizing their share of the grain.
Profit Maximization in Contract Negotiation
Optimality in a Take-It-Or-Leave-It Offer
A landowner makes a take-it-or-leave-it offer to a farmer. The relationship between the farmer's free time and grain output is defined by a feasible production frontier. The farmer will only accept an offer that provides at least as much well-being as their outside option, which is represented by their reservation indifference curve. Consider four possible allocations (A, B, C, D), all of which are on the feasible frontier.
- At Allocation A, the feasible frontier intersects the farmer's reservation indifference curve.
- At Allocation B, the feasible frontier is tangent to the farmer's reservation indifference curve.
- At Allocation C, the feasible frontier is tangent to an indifference curve that provides the farmer with more well-being than their reservation level.
- At Allocation D, the allocation lies on the feasible frontier but below the farmer's reservation indifference curve.
Which allocation maximizes the landowner's profit?
Economic Rationale for the Optimal Contract
A landowner makes a take-it-or-leave-it offer to a worker to maximize their own profit. The worker will only accept an offer that provides a minimum level of well-being. Match each component of this economic model to its correct description.
A landowner makes a take-it-or-leave-it offer to a farmer. The farmer will only accept an offer that is at least as good as their next best alternative. At a specific proposed allocation, the farmer would have 16 hours of free time. At this point, the rate at which the farmer is willing to substitute free time for grain is equal to the rate at which free time can be technically transformed into grain. Which of the following statements is true about this allocation?
Evaluating a Sub-Optimal Contract
Evaluating a Profit-Maximizing Labor Contract
Optimality in a Take-It-Or-Leave-It Offer