Employee's Total Payoff from Working
An employee's total payoff from working diligently for a duration of weeks is calculated by multiplying the weekly payoff (wage minus the cost of effort ) by the number of weeks worked. The calculation is represented by the formula: Total Payoff = .
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Introduction to Microeconomics Course
The Economy 2.0 Microeconomics @ CORE Econ
Ch.6 The firm and its employees - The Economy 2.0 Microeconomics @ CORE Econ
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Employee's Total Payoff from Working
Employment Rent as an Incentive Against Shirking
A software developer is offered a position with an hourly wage of $45. The role requires intense focus and problem-solving, which the developer values as a 'cost of effort' equivalent to $8 per hour. Assuming the developer works diligently, what is their net payoff for one hour of work?
An employee's net benefit from their job in a given period is determined by their wage minus the personal cost of their effort. If an employee's current wage is $30 per hour and their cost of effort is $7 per hour, which of the following changes would lead to the largest increase in their net benefit for that hour?
Job Offer Analysis
An employee's net payoff for a single period of diligent work is calculated as their wage minus their cost of effort. Therefore, if two employees have the same wage but one has a higher cost of effort, the employee with the higher effort cost receives a greater net payoff.
Calculating an Employee's Wage
An employee's net payoff from their job in a single period is calculated by subtracting their personal cost of effort from the wage they receive. Match each of the following employment scenarios to the correct per-hour net payoff for the employee.
An employee's net utility from their job in a given period is determined by their wage minus the personal cost of their effort. A company aims to increase its employees' net utility without raising the hourly wage. Which of the following strategies would most directly achieve this objective?
Analyzing Job Preferences
A graphic designer earns an hourly wage of $50. The intense concentration required for their work imposes a subjective 'cost of effort' valued at $12 per hour. Therefore, the designer's net payoff for one hour of diligent work is $____.
Evaluating a Change in Working Conditions
Employee's Total Payoff from Working
Employee's Total Payoff from Shirking
Explaining a Persistent Wage Gap
A worker's decision to exert effort depends on comparing the short-term benefits of shirking with the long-term value of their job. A key factor in this calculation is the worker's 'planning horizon'—the total time they consider when evaluating their employment. In which of these situations is the worker's incentive to shirk increased specifically because their planning horizon has shortened?
Comparing Worker Incentives
In a model where workers decide between exerting effort and shirking, a decrease in the worker's planning horizon (the total period they consider for their employment) will, all else being equal, increase the relative attractiveness of shirking.
Evaluating the Planning Horizon in Employment Models
In models of worker effort, the total time period an employee considers when weighing the long-term benefits of keeping their job against the short-term gains from not working hard is known as the worker's ____.
A worker's 'planning horizon' is the total time period they consider when comparing the long-term value of keeping their job against the short-term benefits of not exerting effort. Match each worker scenario to the description that best characterizes their planning horizon in that situation.
A factory worker, who previously expected to work at their job indefinitely, learns that the factory will be permanently closing in 10 weeks. Arrange the following steps to show the logical sequence of how this new information affects the worker's decision-making about exerting effort.
Analyzing the Impact of Corporate Restructuring on Worker Effort
In a model where an employee weighs the long-term benefit of keeping their job against the short-term gain of not exerting effort, which of the following scenarios represents a direct change to the employee's 'planning horizon'?
In a model where workers decide between exerting effort and shirking, a decrease in the worker's planning horizon (the total period they consider for their employment) will, all else being equal, increase the relative attractiveness of shirking.
Learn After
Comparing Payoffs for Maria's Shirking vs. No-Shirking Options (Figure 6.9)
The Pay-off from Working Diagram
An individual is offered a temporary position that pays a weekly wage of $500. The personal cost of exerting effort for this job is valued at $50 per week. If the individual expects to work at this job for 12 weeks, which of the following statements accurately describes their financial outcome compared to an alternative option of receiving a single payment of $5,000 for the same 12-week period without working?
Evaluating Competing Job Offers
Calculating and Analyzing Employee Payoff
An employee earns a weekly wage of $600 and incurs a weekly cost of effort valued at $80. They expect to remain in this job for 10 weeks. True or False: If the employee's weekly cost of effort were to double, their total payoff from working for the 10-week period would be less than half of their original total payoff.
An employee works for 20 weeks at a job with a weekly wage of $700. At the end of the 20 weeks, their total payoff, after accounting for the weekly cost of effort, is $12,000. The weekly cost of effort for this employee must have been $____.
Match each employment scenario to its correct total payoff. In each scenario, 'w' represents the weekly wage, 'c' represents the weekly cost of effort, and 'h' represents the number of weeks worked. The total payoff is calculated by multiplying the weekly net gain (w - c) by the number of weeks worked (h).
Evaluating the Employee Payoff Model
Break-Even Analysis for a Job Contract
An employee earns a weekly wage of $400 and incurs a personal cost of effort valued at $50 per week. They plan to stay at the job for 10 weeks. The total payoff is calculated as the weekly net income (wage minus cost of effort) multiplied by the number of weeks worked. Which of the following potential changes to the employment terms would result in the largest increase to the employee's total payoff?
An individual's total payoff from a job is determined by the formula: (Weekly Wage - Weekly Cost of Effort) × Number of Weeks Worked. Assuming the individual works for a positive number of weeks, under which condition would their total payoff for the entire employment period be exactly zero?