Exam 3: A Consumers Constrained Choice
Exam 1: Introduction43 Questions
Exam 2: Supply and Demand225 Questions
Exam 3: A Consumers Constrained Choice130 Questions
Exam 4: Demand123 Questions
Exam 5: Consumer Welfare and Policy Analysis73 Questions
Exam 6: Firms and Production112 Questions
Exam 7: Costs132 Questions
Exam 8: Competitive Firms and Markets112 Questions
Exam 9: Properties and Applications of the Competitive Model101 Questions
Exam 10: General Equilibrium and Economic Welfare109 Questions
Exam 11: Monopoly and Monopsony142 Questions
Exam 12: Pricing and Advertising91 Questions
Exam 13: Game Theory85 Questions
Exam 14: Oligopoly and Monopolistic Competition114 Questions
Exam 15: Factor Markets115 Questions
Exam 16: Uncertainty103 Questions
Exam 17: Property Rights, Externalities, Rivalry, and Exclusion105 Questions
Exam 18: Asymmetric Information85 Questions
Exam 19: Contracts and Moral Hazards79 Questions
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The fact that consumers often react more to changes in the posted price of a good as compared to changes in the sales tax that is not posted is an example of
(Multiple Choice)
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Which of the following utility functions has the same MRS as U(q1,q2)= q1 q2?
(Multiple Choice)
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Ed has the utility function U(F,M)=
,where C = number of comic books per month and M=number of movies per month.Gloria has the utility function V(F,M)= 15 +
.Do Ed and Gloria have the same preference ordering of comics and movies? How can you tell?


(Essay)
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If the price of one good increases while the price of the other good and the consumer's income remain unchanged,what will happen to the budget line?
(Multiple Choice)
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Betty consumes good x and good y.If the price of x = $3 and the price of y = $4,then
(Multiple Choice)
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If the prices of both goods and income increase by the same percentage,what will happen to the budget line?
(Multiple Choice)
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Economists assume consumers select a bundle of goods that maximizes their well-being subject to
(Multiple Choice)
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Consider a consumer with the Cobb-Douglas utility function U(q1,q2)=
,where q1 and q2 are the quantities of goods 1 and 2 consumed,respectively.This consumer derives a level of utility denoted by U0.The prices of goods 1 and 2 are denoted p1 and p2.
a.Write out the Lagrangian for the consumer's expenditure minimization problem.
b.Using the Lagrangian method,derive the consumer's (expenditure-minimizing)quantity of good 1 as functions of the variables p1,p2,and U0.
c.Derive the consumer's expenditure function,E(p1,p2,U0).

(Essay)
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If a consumer's budget line for food (F)and shelter (S)is represented as F = 250 - 5S,we know that
(Multiple Choice)
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Joe's income is $500,the price of food (F)is $2 per unit,and the price of shelter (S)is $100.Which of the following represents his marginal rate of transformation of food for shelter?
(Multiple Choice)
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If the utility function (U)between food (F)and clothing (C)can be represented as U =
,the marginal rate of substitution of clothing for food equals

(Multiple Choice)
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By selecting a bundle where MRS = MRT,the consumer is saying
(Multiple Choice)
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Diminishing marginal rate of substitution can be seen when indifference curves
(Multiple Choice)
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Blutarsky is throwing a party at his Fraternity and is trying to choose what booze to buy.A bottle of vodka has four times the alcohol as a six-pack of beer.If Blutarsky only cares about the total amount of alcohol in his basket,what is his marginal rate of substitution of bottles of vodka for six-packs of beer? Devise a utility function to represent these preferences.
(Essay)
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-Max has allocated $100 toward meats for his barbecue.His budget line and indifference map are shown in the above figure.If the price of burger increases,which of the following bundles are in Max's opportunity set?

(Multiple Choice)
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Joe subscribes to an Internet provider that charges $2 per hour.He has $100 per month to spend and is at equilibrium by buying 10 hours of Internet access and $80 worth of other goods.Draw the indifference curve and budget line.If the company switches to a $20 monthly fee for unlimited Internet access,is Joe better off?
(Essay)
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