A freelance consultant's satisfaction depends on their income and free time. Their willingness to trade income for an extra hour of free time is determined solely by how much free time they currently have, not by their level of income. The consultant must now pay a new, fixed monthly fee for an essential software subscription. This fee does not change regardless of how many hours they work or how much income they earn. Which of the following statements best explains why the consultant's optimal choice of work hours remains unchanged?
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Independence of Optimal Work Hours and Production from Rent Due to Quasi-Linear Preferences
A self-employed consultant determines their optimal number of work hours by balancing their desire for free time against their desire for consumption (funded by income). The rate at which this consultant is willing to trade consumption for an extra hour of free time depends only on the amount of free time they currently have, not on their level of consumption. The production technology available to them determines the consumption they can achieve for any given amount of free time. Now, suppose the consultant must pay a new, fixed daily rent for their office space, an amount that does not change regardless of how many hours they work. How will this new fixed rent affect their optimal choice of work hours and their final level of consumption?
Impact of Fixed Costs on Labor-Leisure Choice
A self-sufficient farmer determines their optimal work hours by balancing their desire for grain (consumption) and free time. The rate at which this farmer is willing to trade a unit of grain for an extra hour of free time depends only on the amount of free time they have, not on their level of grain consumption. If the government imposes a new, fixed annual tax on the farmer's land (an amount that does not change with production levels), the farmer will choose to work more hours to make up for the income lost to the tax.
Comparing Labor Decisions Under Different Payment Structures
Critique of a Fixed Tax Policy
A farmer's utility depends on their consumption of grain and their hours of free time. The rate at which they are willing to trade grain for free time depends only on the amount of free time they have. The amount of grain they can produce is a function of their work hours. Match each of the following scenarios to its most likely effect on the farmer's optimal choice of work hours and final grain consumption, relative to being an independent farmer with no external obligations.
A freelance consultant's satisfaction depends on their income and free time. Their willingness to trade income for an extra hour of free time is determined solely by how much free time they currently have, not by their level of income. The consultant must now pay a new, fixed monthly fee for an essential software subscription. This fee does not change regardless of how many hours they work or how much income they earn. Which of the following statements best explains why the consultant's optimal choice of work hours remains unchanged?
Analysis of a Labor Decision
An independent consultant's utility is derived from their income and hours of free time. A key characteristic of their preferences is that the rate at which they are willing to trade income for an extra hour of free time depends only on the number of hours of free time they have, not on their income level. The consultant's income is determined by the number of hours they work. If the consultant must now pay a new, fixed monthly rent for their office, which statement best describes the impact on the graphical model of their decision-making?
A freelance graphic designer's satisfaction depends on both their income and their free time. A key feature of their preferences is that their willingness to trade income for an extra hour of free time changes with their income level: the more income they have, the more they value an additional hour of free time. If this designer must start paying a new, fixed monthly rent for their studio, they will choose to work the same number of hours as before.