Exam 11: Input Markets and the Allocation of Resources
Exam 1: Microeconomics: a Working Methodology98 Questions
Exam 2: A Theory of Preferences103 Questions
Exam 3: Demand Theory93 Questions
Exam 4: More Demand Theory94 Questions
Exam 5: Intertemporal Decision Making and Capital Values94 Questions
Exam 6: Production Cost: One Variable Input94 Questions
Exam 7: Production Cost: Many Variable Inputs96 Questions
Exam 8: The Theory of Perfect Competition102 Questions
Exam 9: Applications of the Competitive Model96 Questions
Exam 10: Monopoly99 Questions
Exam 11: Input Markets and the Allocation of Resources98 Questions
Exam 12: Labour Market Applications80 Questions
Exam 13: Competitive General Equilibrium95 Questions
Exam 14: Price Discrimination Monopoly Practices94 Questions
Exam 15: Introduction to Game Theory83 Questions
Exam 16: Game Theory and Oligopoly90 Questions
Exam 17: Choice Making Under Uncertainty86 Questions
Exam 18: Assymmetric Information, the Rules of the Game, and Externalities98 Questions
Exam 19: The Theory of the Firm96 Questions
Exam 20: Assymetric Information and Market Behaviour101 Questions
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A perfectly competitive firm's downward sloping demand for an input is determined by the:
(Multiple Choice)
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Fred has just arrived at college and is trying to figure out hoe to supplement the meager $50 a week checks that he gets from home. The amount of leisure time that has left after allowing for necessary activities like sleeping, and studying economics class is 50 hours a week. He can work as many hours per week at a nearby Taco Bell for
$5 an hour. Fred's utility function for leisure and money to spend on consumption is U(C,L)=CL.
a)Write down Fred's budget constraint for leisure and consumption. Draw the corresponding budget line on a diagram with leisure on the X- axis.
b)Sketch Fred's indifference curves.
c)Find the optimal bundle. That is: find the bundle of leisure and consumption that maximizes Fred's utility.
d)Find the optimal labor supply. That is the number of hour Fred chooses to work in Taco Bell.
(Essay)
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As a response to a change in the wage rate, the substitution effect will:
(Multiple Choice)
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A perfectly competitive firm that operates in a perfectly competitive labour market will hire labour until the marginal product of labour equals:
(Multiple Choice)
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The demand for labour can be expressed as Q = 10,000 - w and the supply of labour is Q = 5,000 + w where Q is total person- hours of work during the week and w is the weekly salary. How much compensation do the workers receive weekly?
(Multiple Choice)
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The employment of librarians by public libraries can be characterized as a monopsony. Suppose the demand for librarians is W = 30,000 - 125n, where W is the wage (as an annual salary), and n is the number of librarians hired. The supply of librarians is given by W = 1,000 + 75n.
i)If the public library takes advantage of its monopsony position, how many librarians will it hire? What wage will it pay?
ii)If, instead, the public library faced an infinite supply of librarians at the annual wage level of $10,000, how many librarians would it hire?
(Essay)
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If an input market is monopsonistic, and the firm's output market is monopolistic, then in equilibrium:
(Multiple Choice)
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In the labour market, the optimal number of work hours is determined when:
(Multiple Choice)
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Figure 11A
-In Figure 11A, the individual's Intertemporal budget line is:

(Multiple Choice)
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If the marginal product of labour (z1)is 100/z1, the marginal product of capital (z2)is 50/z2, the wage rate is $5, the price of capital is $100, and the price of the product is $12, how much capital and labour will a perfectly competitive firm demand?
(Essay)
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If the supply function of input z to some monopsonist is 10 + 2z:
(Multiple Choice)
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Monopsony in an input market is a source of inefficiency in the allocation of resources because:
(Multiple Choice)
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In long- run equilibrium, for a firm which is a perfect competitor in its input and its output markets:
(Multiple Choice)
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Consider a firm which is initially in long- run equilibrium and is faced with an increase in the price of a variable input, z. In that case, the:
(Multiple Choice)
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