(Problem 1, Page 437) A firm identifies the following relationship between thereal wage it pays and the effort exerted by its workers:Real Wage81012141618The marginal product of labor for this firm isMPN = E(100-N)/15Effort71015171920where E is the effort level and N is the number of workers employed. If thefirm can pay only one of the six wage levels shown, which should it choose?How many workers will it employ?There are 200 workers in the town where the firm is located, all willing towork at a real wage of 8. Does this fact change your answer to the first part ofthis question? If so, how?

The huge real wage differentials that may still be found between rich and developing countries are…

Problem 1, Page 437) A firm identifies the following relationship between th real wage it pays and the effort exerted by its workers: Real Wage 8 10 12 14 16 18 The marginal product of labor for this firm is MPN = E(100-N)/15 Effort 7 10 15 17 19 20 where E is the effort level and N is the number of workers employed. If th firm can pay only one of the six wage levels shown, which should it choos How many workers will it employ? There are 200 workers in the town where the firm is located, all willing to work at a real wage of 8. Does this fact change your answer to the first pa this question? If so, how?

Problem 1, Page 437) A firm identifies the following relationship between th real wage it pays and the effort exerted by its workers: Real Wage 8 10 12 14 16 18 The marginal product of labor for this firm is MPN = E(100-N)/15 Effort 7 10 15 17 19 20 where E is the effort level and N is the number of workers employed. If th firm can pay only one of the six wage levels shown, which should it choos How many workers will it employ? There are 200 workers in the town where the firm is located, all willing to work at a real wage of 8. Does this fact change your answer to the first pa this question? If so, how?

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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During the 1920s, Charles Cobb and Paul Dougkas modeled totalproduction output P (of a firm, company or entire economy) as a function of labourhours involved x and capital invested y (each includes the monetary worth of allbuildings and equipment). The Cobb-Douglas production function isP(x, y) = k x^α y^(1−α),where k ad α are constants representative of a particular firm or economy.(1) Show that doubling of both labor and capital results in doubling productionP.(2) Suppose a particular firm has the production function for k = 120 andα =3/4. Assume each unit of labor costs $250 and each unit of capital costs$400, and that the total expense for all costs cannot exceed $100,000. Findthe maximum production level for the firm.(3) Compute the production level at x = 64 and y = 81. If the capital isdecreased by 3 units, by how many units the labor should be adjusted toso that there is not change in production level.
Twentyfirst Century Electronics has discovered a theft problem at its warehouse and hasd decided to hire security guards. The firm wants to hire the optimal number of security guards. The following table shows how the number of security guards affects the number of radios stolen per week. Number of Guards O 1 2 345 Number of Radios Stolen per week 50 30 20 14 8 6 a) If each security guard is paid $200 a week and the cost of a stolen radio is $25, how many security guards should the firm hire? b) If the cost of a stolen radio is $25, what is the most the firm would be willing to pay to hire the first secuirty guard? c) If each security guard is paid $200 a week and the cost of a stolen radio is $50, how many security guards should the firm hire?
8.Suppose the marginal product of labor is MPL=10 and the cost of each worker is w=50. What is the marginal cost at this point? Hint: In discrete terms, MPL=output from adding an additional worker, w=cost of an additional worker, and MC=cost of an additional unit of output.
Goleta Brewing Company hires only two types of labor, managers and brewing assistants (denoted M and B, respectively). GBC has the following Cobb-Douglas production function F(M,B) = M.5 B.5 and wants to produce 10 barrels of pale ale this week. If the wage of managers is $50 per hour and the wage of brewing assistants is $10 per hour, how many managers and brewing assistants should the firm hire (round to nearest whole number)? How does your answer change when the wage of managers decreases to $30 per hour and the wage of brewing assistants remains constant. Is this result consistent with your intuition?
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Initially a firm's wage is w= $24 and its rental cost of capital is r $24. After its wage rate doubles, how do its isocost lines change? Let L represent labor and K capital. 1.) Using the line drawing tool, graph an isocost line at the original wage, when the wage is w = $24. Label this line 11: 2.) Using the line drawing tool, graph an isocost line at the new wage, when the wage doubles. Label this line '12. Carefully follow the instructions above, and only draw the required objects. 20- 18- 16- 14- 12- 10- 8- 6- 4- 2- K, Capital 0 2 4 6 8 10 12 14 16 18 L, Labor
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M d. The marginal product of labour is zero beyond 15 hours. Imagine that you work for 40 hours per week at the wage rate of £10 an hour. Your free hours are defined as the number of hours not spent in work per week, which in this case iS 24 hours x 7 days - 40 hours 128 hours per week Suppose now that your wage rate has increased by 100%. If you want to keep your total weekly income constant, then: Select one or more: Your total number of hours will fall by 25%. O a. O b. Your total number of hours will fall by 50%. You will work 25 hours per week. C. O d. Your free time will increase by 25%. 因口五 0 ASUS ZenBook
Question 8 0/48 answered Time Rema R Consider the table, which represents the short-run relationship between the number of units of labor hired and the amount of output produced while holding the amount of capital fixed. The marginal product of the second worker hired is: Labor Input Total Output 0 0 Selected answer will be automatically saved. For keyboard navigation, press up/down arrow keys to select an answer. Q Search a 20 units of output b 10 units of output C 18 units of output d 19 units of output 16 144 no f10 f11 ►11 144 f12 + 1 20 2 38 3 54 4 66 ins prt sc delete home
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The marginal product of labor for a firm is given by: MPL = 112 - 3H, where H is the number of hours they hire workers to work. For example, the marginal product of the first hour of labor would be 112 - 3*1, and the marginal product of the second hour of labor would be 112 - 3*2, and so on. If the market wage is $18 per hour, how many hours of labor will this firm hire? Round your final answer to two decimal places.