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Business
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Managerial Economics
Quiz 15: Principalagent Issues and Managerial Compensation
Path 4
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Question 1
Multiple Choice
Use the following profit function (per worker) for the Blue Delta Faucet Company to answer this question. P(e) = 40e - (2e
2
+ 100) Note that P = firm profits and e = worker-hours per day.Assume that effort is observed perfectly.What is the profit-maximizing level of effort for the firm to set for workers?
Question 2
Multiple Choice
Use the following profit function (per worker) for the Blue Delta Faucet Company to answer this question. P(e) = 40e - (2e
2
+ 100) Note that P = firm profits and e = worker-hours per day.Assume that effort is observed perfectly.At this profit-maximizing level of effort for the firm,profits per worker will be:
Question 3
Multiple Choice
The principal-agent problem occurs as a result of:
Question 4
Multiple Choice
Suppose that Wilma's utility function is given by U(E) = 100 - 2E
2
, Where E = Wilma's work effort in producing homemade dinners,measured in hours per day.If Wilma is forced to work an 8-hour day producing homemade dinners,her total utility will be:
Question 5
Multiple Choice
If effort is unobservable and revenues are riskless,firms can design incentive-compatible compensation schemes by offering workers:
Question 6
Multiple Choice
Suppose that Wilma's utility function is given by U(E) = 100 - 2E
2
, Where E = Wilma's work effort in producing homemade dinners,measured in hours per day.Given her utility function,Wilma has an incentive to supply:
Question 7
Multiple Choice
A manager has a utility function U = C
0.5
if she doesn't work hard and U = C
0.5
- 1 if she does.Expected profit will increase from 1,400 to 1,600 if she works hard.The manager receives compensation C equal to 82 plus a portion x of any profit in excess of 1,400.What is the value of x that will make the manager indifferent between shirking and working hard?
Question 8
Multiple Choice
The moral-hazard problem occurs when:
Question 9
Multiple Choice
A manager has a utility function U = C
0.5
if she doesn't work hard and U = C
0.5
- 1 if she does.Expected profit will increase from 1,500 to 1,600 if she works hard.The manager receives compensation C equal to 81 plus a portion x of any profit in excess of 1,500.What is the value of x that will make the manager indifferent between shirking and working hard?
Question 10
Multiple Choice
A technique for dealing with the principal-agent problem is to:
Question 11
Multiple Choice
A manager has a utility function U = C
0.5
if she doesn't work hard and U = C
0.5
- 3 if she does.Expected profit will increase from 1,000 to 1,500 if she works hard.The manager receives compensation C equal to 144 plus a portion x of any profit in excess of 1,000.What is the value of x that will make the manager indifferent between shirking and working hard?
Question 12
Multiple Choice
Suppose that Wilma's utility function is given by U(E) = 100 - 2E
2
, Where E = Wilma's work effort in producing homemade dinners,measured in hours per day.The marginal utility of effort for Wilma is: