Contemporary Labor Economics
11th Edition
ISBN: 9781259290602
Author: Campbell R. McConnell, Stanley L. Brue, David Macpherson
Publisher: McGraw-Hill Education
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Chapter 2, Problem 10QS
To determine
Explain the statement regarding premium wages and straight-time equivalent wage rate.
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Jasmine can work as much as 64 hours per week. She receives $200 per week in non-wage income. Her utility function for leisure and consumption is U(R, C) = 320R(1/2) + 2C , where R is hours of leisure and C is consumption. The price of consumption is unity.
(a) What is Jasmine's reservation wage?
Jasmine can work as much as 64 hours per week. She receives $200 per week in non-wage income. Her utility function for leisure and consumption is U(R, C) = 320R(1/2) + 2C , where R is hours of leisure and C is consumption. The price of consumption is unity.
(a) What is Jasmine's reservation wage?
(b) How much will Jasmine work when the wage is $20 per hour?
Question Four
a) TA worker chooses to work X hours per week, at a wage of $9 per hour. An overtime rate of $12 per hour is then offered, for hours in excess of 40; in this situation, the worker chooses to work Y hours per week. Finally, the $12 wage is offered for all hours worked, and the worker chooses to work Z hours per week. What can be said about the relationship between X, Y and Z (for example, is Y greater than Z)? Explain your answer in terms of income and substitution effects.
b) College education is heavily subsidized by the governments. give an economic arguments for or against these subsidies.
Chapter 2 Solutions
Contemporary Labor Economics
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- Need help ASAP, will give thumbs up: Consider an empirical wage equation of the form: log(W) = a + b(EDUC) + c(EXP) + d(EXPSQ) + u where the components are defined as: W = hourly wage rate log() is natural logarithmic function EDUC = completed years of school EXP = work experience EXPSQ = years of work experience squared (i.e. EXP times EXP) u = unobservable determinants of the hourly wage rate With data on the relevant variables for a sample of workers, the parameters a, b, c, and d can be estimated. QUESTION: What does human capital theory predict about the parameters of this wage equation? ANSWER CHOICES: b>0, c>0, d>0 b>0, c>0, d<0 b>0, c<0, d>0 b<0, c>0, d<0 b<0, c<0, d>0 Answerarrow_forwardProblem #3: Labor Unions (20 points) Sarah is thinking if she should join the labor union in their company. Her utility function is U (c, 1) = (cl)05, where c denotes consumption, and I denotes leisure. She has 16 hours each day to allocate between work and leisure. 1. Given her non-labor income is zero, how many hours will Sarah work at $7 wage/hour? In addition, how much consumption and leisure can she afford, and how much utility can she achieve from this? 2. If the labor unioh bargains for a $10.5 overtime pay rate for work hours beyond 8 hours, will Sarah benefit from this proposal? 3. If, instead, the labor union proposes an 8-hour workday, will Sarah benefit from it?arrow_forwardSuppose there are two identical job offers in the same competitive labor market for a software developer position. Both offers have the same salary of $80,000 per year. However, Job A allows the employee to work from home, while Job B requires the employee to commute to the office daily. The average monthly commuting cost for Job B is estimated to be $400. Calculate the compensating differential in this scenario, and determine if it makes economic sense for the employee to choose Job B over Job A. Assume a working year consists of 12 months.arrow_forward
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