Unfairness and Pareto Efficiency in Allocation D
Allocation D, which arises from the coercion model (Case 1), presents a stark contrast between fairness and efficiency. It is considered highly unfair because Angela does all the work, while Bruno receives the majority of the grain. Despite this inequality, the allocation is Pareto efficient. This efficiency stems from the fact that no alternative feasible allocation can make one person better off without making the other worse off. Any change that gives Angela more grain for the same work would make Bruno worse off. Conversely, altering Angela's work hours would, based on the feasible set, reduce the maximum possible grain Bruno could receive, also making him worse off. Since any deviation from allocation D harms at least one of the parties, it satisfies the criteria for Pareto efficiency.
0
1
Tags
Library Science
Economics
Economy
Introduction to Microeconomics Course
Social Science
Empirical Science
Science
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
Related
Unfairness and Pareto Efficiency in Allocation D
Activity: Evaluating Statements about the Coercion Model (Case 1)
A landowner has complete control over a worker who must be given a minimum amount of grain to survive. The landowner wants to choose the number of work hours that will maximize their own share of the grain produced (their economic rent). The table below shows the total grain produced and the worker's minimum survival grain requirement for different daily work hours.
Hours of Work Total Grain Produced (bushels) Worker's Survival Grain (bushels) 6 40 18 8 52 20 10 58 28 Which work arrangement should the landowner choose to maximize their gain?
A landowner controls a plot of land and a worker. The landowner's goal is to maximize their own portion of the harvest, which is the total harvest minus the minimum amount of grain the worker needs to survive. The landowner achieves this by selecting a specific number of work hours for the worker. At the allocation that maximizes the landowner's portion, which of the following statements accurately describes the economic condition that is met?
Landowner's Profit Maximization Analysis
Evaluating a Rent-Maximization Strategy
The Condition for Maximizing Economic Rent
A landowner who controls a worker's labor under a coercive arrangement will maximize their own share of the harvest (economic rent) by forcing the worker to work the number of hours that produces the highest possible total amount of grain.
A landowner has complete control over a farmer. The arrangement that maximizes the landowner's share of the crop occurs when the farmer works 8 hours a day. In this arrangement, the farmer has 16 hours of free time and produces a total of 46 bushels of wheat. To ensure the farmer can continue working, the landowner gives her 15 bushels. The landowner keeps the rest. Match each economic concept below with its correct value based on the described arrangement.
A landowner has complete control over a farmer's labor. The arrangement that maximizes the landowner's share of the crop occurs when the farmer works 8 hours, producing a total of 46 bushels of grain. At this level of work, the farmer is given 15 bushels, which is the minimum amount required for her survival. The landowner's economic rent in this situation is ____ bushels.
A landowner has complete control over a worker's labor and wants to determine the work-and-compensation arrangement that maximizes their own share of the harvest (economic rent). Arrange the following steps in the logical order the landowner would follow to find this optimal allocation.
Analysis of a Sub-Optimal Allocation
Figure 5.11: Summary of the Coercion Model Outcome (Case 1)
Learn After
Figure 5.11 - Summary of the Coercion Model Outcome (Case 1)
Map of the Mita System Boundary in Peru and Bolivia
In a two-person economy, Person A is forced to work 12 hours a day to produce 20 bushels of wheat. Person B, who enforces this arrangement, takes 19 bushels and leaves Person A with 1 bushel, which is just enough to survive. Given the production possibilities, it is impossible to produce more than 20 bushels with 12 hours of work. Which statement accurately analyzes this allocation?
Efficiency vs. Fairness in a Survival Scenario
An economic allocation where one person is forced to work for another and receives only a subsistence share of the output, while the other person receives the large surplus, cannot be Pareto efficient because it is fundamentally unfair.
The Paradox of Unfair Efficiency
A landowner forces a farmer to work 10 hours a day, which produces a total of 100 bushels of grain. This is the maximum possible output given the current technology. The landowner takes 95 bushels, leaving the farmer with 5 bushels, which is just enough for survival. Match each of the following alternative scenarios with its correct economic description, relative to this initial situation.
Evaluating Pareto Efficiency as a Sole Criterion
In a two-person economy, Person A is forced to work to their maximum capacity, producing 10 units of a good. Person B, who enforces this arrangement, takes 9 units and leaves Person A with 1 unit, which is just enough for survival. Given the production possibilities, it is impossible to produce more than 10 units. Which of the following statements best analyzes this situation from an economic efficiency perspective?
Analyzing Changes to a Coercive Allocation
Fairness as a Criterion for Preferring Allocation L over D
Incomparability of Allocations D and L under the Pareto Criterion
Analyzing a Proposed Change to a Coercive Allocation
An economic outcome where one person performs all the labor to produce a good and receives only a subsistence share of the output, while another person who does no labor receives the large surplus, can be described as highly unequal. Despite this inequality, if no change can be made to give the laborer a larger share without reducing the other person's share, the outcome is technically defined as __________.
The Paradox of Unfair Efficiency