7. In Australia the (w) is 10 Australian dollars (AUD) per worker per hour, and the rental price of capital (r) is 2 AUD per machine per hour. Then the wage in units of machines-defined as the amount of machines that could be bought with one hour's wage-is calculated a. by the formula w xr and is equal to 20 machines b. by the formula w/r and is equal to 5 machines c. by the formula w +r and is equal to 12 machines d. by the formula w -r and is equal to 8 machines

7. In Australia the (w) is 10 Australian dollars (AUD) per worker per hour, and the rental price of capital (r) is 2 AUD per machine per hour. Then the wage in units of machines-defined as the amount of machines that could be bought with one hour's wage-is calculated a. by the formula w xr and is equal to 20 machines b. by the formula w/r and is equal to 5 machines c. by the formula w +r and is equal to 12 machines d. by the formula w -r and is equal to 8 machines

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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The marginal product of labor for a firm is given by: MPL = 176 - 4H, 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 176 - 4*1, and the marginal product of the second hour of labor would be 176 - 4*2. If the market wage is $14 per hour, how many hours of labor will this firm hire? Round your final answer to two decimal places.
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Suppose that Zamboni Enterprises is the only company that sells zambonis (ice resurfacing machines). To produce the machines, the company hires assembly workers. Since these workers can work in many different companies, Zamboni Enterprises must pay them the market wage, which is equal to $6. The number of zambonis that the company produces, which is denoted by y, is proportional to the number of assembly workers that it hires, which are denoted by N; in particular, the production function is given by y=0.76N. The economywide demand for zambonis is given by the following demand function: y=2191-219p, where y is the number of zambonis that consumers are willing to purchase at price p. If the market for zambonis were competitive, how many zambonis would be produced? If the market for zambonis were competitive, how many assembly workers would be hired? If the market for zambonis were competitive, at what price would zambonis be sold?
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