Consider the model: log(wage) = + female + exper+ female * exper+ u, where exper is the years of work experience, and female is a dummy variable (1 if the persc is female, and 0 otherwise). Which of the following measures the difference in the return of experience between men and
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- What happens in the basic job search model if the uncertainty concerning the wageoffer is switched off, i.e. there will only be one possible wage offer w0 (Hint: Similar as in thebasic Diamond model) ? Answer this with respect to the job offer acceptance probability, theprobability of moving to work and the unemployment duration? (Labour Economics)A3 in the McCall partial equilibrium model, if unemployed individual can only live for 10 periods. In each period, she will receive $400 if unemployed. The offered wage is uniformly distributed in the range of [500,1000] 1.what will the reservation wage be in the period 9 if the discount rate is 0.9? 2.what will the reservation wage be in the period 8 if the discount rate is 0.9?Follow-up questions. d. Let D be the difference in marginal product between an experienced worker and a new worker (MPe − MPn). Suppose that robust, experienced workers would prefer not to pool with sickly workers at their firm, and so they seek out a new job with an employer who does not offer health insurance. What will be the wage of the robust worker at the new job during the first year there? Keep in mind, these workers will no longer be experienced because they will be adapting to a new firm. Under what conditions will it make financial sense for the robust worker to change jobs? Your answer should be an inequality that includes D, θ, Vr, and Vs. e. D is a measure of job-specific human capital; as workers learn the job, they become more productive so D > 0. However, not every job or industry has the same value for D. In some lines of work D is low, while in others D is high, simply because of the nature of the work. Given the results, you have seen in this problem, in which…
- Suppose a researcher is using a panel data set on n = 10,000 workers over T = 20 years (from 2000 through 2019) that contains the workers’ earnings, sex, education, and age. The researcher is interested in the effect of education on earnings. Give some examples of unobserved person-specific variables that are correlated with both education and earnings. Can you think of examples of time-specific variables that might be correlated with education and earnings? How would you control for these person-specific and time-specific effects in a panel data regression?Suppose a worker’s skill is captured by his efficiency units of labor. The distribution of efficiency units in the population is such that worker 1 has one efficiency unit, worker 2 has two efficiency units, and so on. There are 100 workers in the population. In deciding whether to migrate to the United States, these workers compare their weekly earnings at home ( w0) with their potential earnings in the United States (w1).The wage-skills relationship in each of the two countries is given byw0 = 700 + 0.5sandw1 = 670 + swhere s is the number of efficiency units the worker possesses.a. Assume there are no migration costs. What is the average number of efficiency units among immigrants? Is the immigrant flow positively or negatively selected?b. Suppose it costs $10 to migrate to the United States. What is the average number of efficiency units among immigrants? Is the immigrant flow positively or negatively selected?Can regression be used to estimate the effect of gender on an individual’s earnings?
- what happens in the work-leisure model, when the wage rate is decreasing and income effect is stronger than substitution effect?In a consumption-leisure model, where P is the price of consumption and w is the wageand h is the hours, how do I mathematically calculate the effect of wage jncrease (wage/price of good) on the ff: >consumption>leisure>hours worked How do I know which is stronger between income effect and substitution effect due to increase in w/p? Note:- Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism. Answer completely. You will get up vote for sure.a) Present the Lagrangian (constrained maximisation) problem for the household under this modified specification and derive the first order conditions in this case. Hint: the household chooses c1, c2, ℓ1 and ℓ2. b) Use the first order conditions for ℓ1 and ℓ2 to derive an expression for the relative amount of leisure time chosen by the household over the two periods, i.e. derive an expression for (1–ℓ1)/(1–ℓ2). Explain how an increase in the relative wage (w2/w1) affects the household’s decision about how much leisure to enjoy in each period. c) Calculate the intertemporal elasticity of substitution between period 1 and period 2 leisure time in this case. Explain how the magnitude of this elasticity influences the household’s decision-making in the model. d) Use the first order conditions for c1 and c2 to derive an expression for the relative amount of consumption chosen by the household over the two time periods, i.e. derive an expression for c2/c1. Provide an economic interpretation…
- Labour or work relationships have existed since the first individual approached another to perform a task against the promise of payment. Therefore, the employment relationship should be placed in the context of one of the mosty important occurences in economic history, the industrial revolution. In the view of the statement, citically assess the convulsion of the industrial revolution which commenced in the fourteenth century ans resulted in the emergence of the working class. Provide a detailed analysis of the employment relationship between the parties involved in the early years of the industrial revolutionFemale and Male labor force participation in the US have similar levels and have followed similar time-trends since 1950 in the United StatesA. TrueB. FalseAlternative explanations of wage disparities Suppose that a labour economist finds that one of her research subjects has earned significantly higher wages throughout his lifetime than would be predicted by standard measured variables. The economist also noted that each of the subject's positions was found through connections at his family's exclusive country club. Which one of the following most likely explains this person's unusually high earnings? a) Effort b) Compensating differentials c) Chance d) Efficiency wages Suppose that Frances receives higher pay at her workplace than her colleagues do, even though they perform essentially the same type of work. If Frances's productivity is about 25% higher than that of each of her colleagues, which of the following wage concepts can explain this wage disparity? Check all that apply. a) Efficiency wages b)The superstar phenomenon c) Discrimination d) Human capital e)…