Increases in nonwage income: Select all that apply (can be more than one answer) o are shown as a parallel shift upwards of the home production and market work budget constraints o have no effect on other members of the household o are shown by an increase in w in the equation pC = wT + V o will always increase both consumption and leisure

Increases in nonwage income: Select all that apply (can be more than one answer) o are shown as a parallel shift upwards of the home production and market work budget constraints o have no effect on other members of the household o are shown by an increase in w in the equation pC = wT + V o will always increase both consumption and leisure

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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There are two consumers, Cindy and Shelly. Cindy’s marginal rate of substitution equals C/L.Shelly’s marginal rate of substitution equals (C – 200)/(L – 80). Assume that each personchooses not to work and that there are 168 hours in a given week. Since Cindy and Shelly arenot working, they qualify for welfare. Assume each individual earns $630 in welfare paymentseach week whether they work or not.(a) Given these numbers, calculate each person’s MRS. Show your work.(b) Using your answer from part (a), graph Cindy’s and Shelly’s indifference curves onthe same set of axes. Label everything.(c) Assume Cindy and Shelly are each offered a job, and they each could earn the samereal wage. Given your answer from part (a), who is more likely to take the job andwhy?
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The MRS (marginal rate of substitution) is the slope of_ indifference curve; C: consumption curve). (A: production possibility curve; B:
QUESTION 35 Following from the model described in the previous question. What is the budgt constraint facing the individual, and what is the optimal condition for individual choices of consumption and fertility? 1 The budget constraint is wt- pn; = C;i The optimal condition is Ct pnt 1 The budget constraint is w, -p= C;; The optimal condition is Ct nt 1 The budget constraint is Wt-p3 Ct; The optimal condition is Ct %3D The budget constraint.is w -p-n;= C; The optimal condition is Ct = Opn;
Consider an economy with 100 identical households and 100identical firms. Each household is endowed with one unit of time. Half of the households are endowed with equal shares of firm, while the rest areendowed with no firm shares. A householdís utility is u (x; r) = 2 ln(x*r^2) ,where x is consumption of goods, r = 1- l is leisure time and l is thehouseholdís labour supply. Each firm hires households to produce goodsaccording to technology y = L^1/2, where L denotes the labour input. Goodsprice p, wage rate w, and dividend income are all taken as given. Normalizew = 1. Do the following: (a) Derive the Marshallian demands, x (p, D) andr (p,D), where D is dividend. (b) Derive the firmís input demand functionL (p) and profit function pi(p). (c) List all the market-clearing conditions.(d) Calculate the equilibrium price p
Follow up question g. Explain why the utility curves cannot be drawn so as to induce the worker to work between L1 and L2 hours. h Yelowitz (1995) studies a Medicaid reform measure that reduced the Medicaid work disincentive. One of the reforms he studied raised the Medicaid eligibility threshold income level by 33%. Draw a new version of the fifigure with a new labor–income curve that reflflects this change. Explain how this change might induce someone currently working L1 hours per year to work more, and be sure to draw indifffference curves to support your answer.
Using indifference curve analysis, show the effects of an increase in the hourly wage rate on labor supply (hours of work) and earnings. Identify the income and substitution effects.
Assuming we have a choice where we work and how many hours we want to work, what determines the number of hours we will work? Marginal changes in our opportunity cost (utility) of leisure as income increases (the substitution effect) Marginal changes in the utility of our income as total income changes (the income effect) It is based on how much money we need to meet our basic needs A combination of A and B
The one-period model with quasi-linear utility predicts that a decrease in marginal income tax rates could increase tax collection if:Group of answer choices Substitution effects dominate income effects so that the percent change in taxes is greater than the percent change in GDP Substitution effects dominate income effects so that the percent change in taxes is less than the percent change in GDP Income effect dominate substitution effects so that the percent change in taxes is less than the percent change in GDP Income effects dominate substitution effects so that the percent change in taxes is greater than the percent change in GDP
QUESTION 7: Budget constraints Everyone is endowed with 168 hours in a week (24X7). If you work 40 hours or less, you w=$20 per hour. If you work overtime, you earn w-$25. Assume the worker has M= non-labor income and that the price of the consumption good is p. Draw the budget constraint. Label the intercepts and the slopes in both the overtime and non-overtime region.