Suppose Lesley is deciding on career paths. She could choose career A, which earns $50,000 per year and has a 10% chance of layoff each year, or career B, which earns 80,000 per year and has a 30% chance of layoff each year. When laid off, she earns 0. Suppose her utility over annual earnings is equal to U(E) = VE (a) What would be her preferred job if she had to choose one or the other? If she could allocate her time to both jobs (e.g., could spend 90% of time in job A and 10% in job B) what would be her ideal allocation of time between jobs?

Suppose Lesley is deciding on career paths. She could choose career A, which earns $50,000 per year and has a 10% chance of layoff each year, or career B, which earns 80,000 per year and has a 30% chance of layoff each year. When laid off, she earns 0. Suppose her utility over annual earnings is equal to U(E) = VE (a) What would be her preferred job if she had to choose one or the other? If she could allocate her time to both jobs (e.g., could spend 90% of time in job A and 10% in job B) what would be her ideal allocation of time between jobs?

Microeconomic Theory

12th Edition

ISBN:9781337517942

Author:NICHOLSON

Publisher:NICHOLSON

Chapter19: Externalities And Public Goods

Section: Chapter Questions

Problem 19.11P

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