Deck 7: Income and Substitution Effects in Consumer Goods Markets

Full screen (f)
exit full mode
Question
Quasilinear goods are borderline goods between the set of normal and the set of inferior goods.
Use Space or
up arrow
down arrow
to flip the card.
Question
Every luxury good is a normal good but not every normal good is a luxury.
Question
The price of peaches goes up and I observe you buying more strawberries.This implies that strawberries must be an inferior good.
Question
A change in the price of one good cannot leave utility unchanged unless the price change is accompanies by a change in income.
Question
Except for the case of Giffen goods, the substitution effect always tells us that a consumer will consume less (or at least no more) of a good whose price has increased.
Question
Every necessity is a normal good, but not all normal goods are necessities.
Question
The price of peaches goes up and I observe you buying fewer strawberries.This implies strawberries must be a normal good.
Question
The price of peaches goes up and I observe you buying more strawberries.This implies strawberries must be a normal good.
Question
Every Giffen good is a necessity but not every interior good is a necessity.
Question
Goods with small substitution effects tend to be normal goods.
Question
All homothetic goods are normal goods.
Question
Income effects are negative for normal goods, and positive for inferior goods.
Question
Wholesale clubs charge a fixed monthly fee but then offer goods at discount prices.For purposes of this question, suppose a wholesale club and a supermarket offer the same composite grocery item, with the supermarket charging no fixed fee but a higher price for the item.(Assume no corner solutions.)

A)Anyone shopping at the wholesale club places less value on the marginal item bought than anyone shopping at the supermarket.
B)Anyone indifferent between the two stores buys more (or at least no less) if she chooses the wholesale club.
C)We cannot predict how much value different individuals place on the marginal item in each store because we cannot measure utility objectively.
D)Both (a) and (b) are true.
E)Both (b) and (c) are true.
Question
Bag of chips and bottles of salsa are perfect complements for consumer who eats only chips and salsa, but a bottle of salsa costs $1 more than a bag of chips.The income effect of a 50 cent increase in the price of a bag of chips will be fore the consumer to eat fewer chips and less salsa.
Question
Homothetic goods are neither necessities nor luxuries, but rather lie on the borderline between them.​
Question
All quasilinear goods are necessities.
Question
You and I both have homothetic tastes.When the price of peaches goes up, you buy more strawberries and I buy fewer.Which of the following must be true.

A)Peaches are more substitutable with strawberries for me than they are for you.
B)Peaches are more substitutable with strawberries for you than they are for me.
C)Strawberries are normal goods for you and inferior goods for me.
D)Strawberries are normal goods for me and inferior goods for you.
E)Both (a) and (c).
F)Both (b) and (c).
G)Both (a) and (d)
H)Both (b) and (d)
Question
Bottles of Coca-Cola and equally-sized bottles of Pepsi Cola are perfect substitutes for a consumer, but a bottle of Coke costs 10 cents less than bottles of Pepsi.The income effect of a 15 cent increase in the price of Pepsi will be for the consumer to drink less cola.
Question
The price of peaches goes up and I observe you buying fewer strawberries.Which of the following is consistent with this observation:

A)Strawberries are inferior and peaches are normal.
B)Strawberries are normal and peaches are inferior.
C)Both strawberries and peaches are inferior.
D)Both (a) and (b).
E)Both (a) and (c).
F)Both (b) and (c).
G)All of the above.
Question
At most museums, you can either buy a year-long membership that gives you free access to the museum any time, or you can pay a daily fee every time you visit.(Assume for purposes of this exercise that everyone can in principle afford the year-long membership.)

A)Those who choose to pay the daily fees all place the same value on their marginal museum visit.
B)We cannot tell how much value anyone places on the marginal museum visit because we cannot compare utility across individuals.
C)If someone is indifferent between the two options, she will go to the museum at least as much if she chooses the year-long membership than if she does not.
D)Both (a) and (c) are true.
E)Both (b) and (c) are true.
Question
Your drink budget is entirely split between bottled water and fancy liqueurs, and your tastes are quasilinear in bottled water.In an attempt to get people to drink more water, the government introduces a subsidy that lowers the price of bottled water.
a.In a graph with bottled water on the horizontal and fancy liqueurs on the vertical axis, illustrate your before-subsidy budget and your optimal bundle A.
b.As a result of the water subsidy, I notice you consume more fancy liqueur.Illustrate this in your graph using income and substitution effects.
c.You and I are good friends, in part because I confided in you some time ago that I, too, have tastes that are quasilinear in water.(Nothing bonds like quasilinearity!) But, after the subsidy is introduced, you observe that I, unlike you, have reduced my consumption of fancy liqueurs.Your other friends claim that this is proof that our friendship is based on a fiction --- that I cannot possibly also have quasilinear tastes.Illustrate in a graph why your friends are wrong.
d.If we both have quasilinear tastes, can you explain what the fundamental difference in our tastes is that accounts for the difference in behavior?
Question
Suppose a relatively low income family has a monthly budget of $1,000 to allocate between food and a non-food composite good.In this problem, assume food is aggregated into a "composite food" good that is modeled on the horizontal axis, and the non-food composite good is denominated in "dollars of other consumption".The price of food is $10 per unit.Suppose further that this family's tastes exhibit kinks in indifference curves, with one such indifference curve graphed below. Suppose a relatively low income family has a monthly budget of $1,000 to allocate between food and a non-food composite good.In this problem, assume food is aggregated into a composite food good that is modeled on the horizontal axis, and the non-food composite good is denominated in dollars of other consumption.The price of food is $10 per unit.Suppose further that this family's tastes exhibit kinks in indifference curves, with one such indifference curve graphed below.   a.Draw the family's budget constraint and label the optimal consumption bundle. b.Due to unexpected droughts, the price of food rises to $20.A cash subsidy S that leaves our family with the same level of happiness as it enjoyed prior to the price increase is proposed.How much would this subsidy cost for this family? c.An alternative proposal suggests a price subsidy s that lowers the price of food for this family from $20 to ($20-s), with s set sufficiently high to allow the family to reach its original utility level. d.Yet a third proposal suggests a price subsidy that leaves in tact the new price of $20 for the first 20 units of food bought by the family but then lowers the price for this family to $(20-s') while also making the family just as happy as it was before.How high does s' have to be to accomplish this? e.If cost is all you care about, how would you rank these three policies? What if you care about food consumption for this family and believe a policy is better if it results in more food consumption?<div style=padding-top: 35px>
a.Draw the family's budget constraint and label the optimal consumption bundle.
b.Due to unexpected droughts, the price of food rises to $20.A cash subsidy S that leaves our family with the same level of happiness as it enjoyed prior to the price increase is proposed.How much would this subsidy cost for this family?
c.An alternative proposal suggests a price subsidy s that lowers the price of food for this family from $20 to ($20-s), with s set sufficiently high to allow the family to reach its original utility level.
d.Yet a third proposal suggests a price subsidy that leaves in tact the new price of $20 for the first 20 units of food bought by the family but then lowers the price for this family to $(20-s') while also making the family just as happy as it was before.How high does s' have to be to accomplish this?
e.If cost is all you care about, how would you rank these three policies? What if you care about food consumption for this family and believe a policy is better if it results in more food consumption?
Question
Suppose the only two goods you care about in the world are French wine (x) and Cuban cigars (y) and your utility function is given by u(x,y)=xy.You have no income, and the only thing in the world you possess is a large box you have just inherited from your rich uncle who passed away last week (of liver and lung cancer.) You open the box, and much to your liking, you find it contains 9 bottles of fine French wine and 3 boxes of exquisite Cuban cigars.Currently, the wine sells for $1 per bottle, and the cigars sell for $9 per box.Just as you receive the inheritance, you read the headline: "President Lifts Embargo - Price of Cuban Cigars Falls to $4 per Box!"
a.Determine the income (or wealth) and substitution effects of a decrease of the price of cigars from 9 to 4.(Assume fractions of bottles and cigars can be bought.)
b.Are cigars a normal or inferior good for you?
c.How much would you have been willing to pay the President in order not to lift the embargo?
Question
Currently.the price of consuming housing Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> to Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> .At the same time, the government lowers the tax on other consumption, lowering the price from Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> to Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> .
a.Write down your original budget constraint assuming the consumer has income I.
b.Suppose the utility function Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> captures your tastes, and suppose Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> and Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented?<div style=padding-top: 35px> .Write out the utility maximization problem for this consumer prior to any policy change.
c.How much housing and other goods will this consumer consume prior to any policy change?
d.How much would this consumer be willing to pay to get the policy change implemented?
Question
Suppose the government spends the same for a particular consumer under two different policies: One subsidizes the price of good x while the other is a lump sum subsidy.Which of the following is true.

A)Compared to the lump sum subsidy, the consumer will purchase more x under the price subsidy if and only if x is a normal good.
B)Compared to the lump sum subsidy, the consumer will purchase less of x under the price subsidy if x is an inferior good.
C)Compared to the lump sum subsidy, the consumer will purchase less of x under the price subsidy if x is a Giffen good.
D)The consumer will spend the same on x under the two policy if and only if her indifference curves are kinked.
E)Both (a) and (c).
F)Both (b) and (c).
G)All of the above.h.None of the above.
Question
Suppose you collect stamps and coins for the sheer fun of it.Currently, your collection contains both.For purposes of this problem, suppose that stamps all sell for one price and coins all sell for another, and both are normal goods.
a.Begin by illustrating your current budget constraint (with stamps on the horizontal and coins on the vertical) as well as the bundle A you currently own.Assume that you have done the best you can given your circumstances.
b.The stamp industry has recently marketed its product as a safe way of investing and insuring against inflation.As a result, the price of stamps has been driven up since you chose your current bundle.Show how this changes your budget constraint given that you can buy and sell both stamps and coins --- and assuming you have no additional funds to spend on your collections.
c.Are you happy about the stamp industry's marketing campaign? In what way will you adjust your collection?
d.After a while (and after you have made your desired adjustments), it turns out that the marketing campaign only produced a temporary "bubble" in the stamp market --- and prices fall back to what they were before.Are you happy when the bubble bursts? Will you have more or fewer coins and stamps than you had before the marketing campaign started?
e.True or False: For collectors that collect to satisfy their passion (rather than as an investment strategy), volatility in prices is good.
Question
Suppose your tastes are defined by the utility function Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> .
a.Suppose your income is $1,000, the price of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> is 1 and the price of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> is Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> .Set up your utility maximization problem.
b.Derive the quantity of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> you will consume.
c.What happens to your consumption of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> if Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> increases?
d.Now suppose that your and my tastes are captured by the utility function Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> , with the parameter Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> different for you than it is for me.When Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> increases, you consume more Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> than before and I consume less.What range of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.<div style=padding-top: 35px> is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.
Unlock Deck
Sign up to unlock the cards in this deck!
Unlock Deck
Unlock Deck
1/27
auto play flashcards
Play
simple tutorial
Full screen (f)
exit full mode
Deck 7: Income and Substitution Effects in Consumer Goods Markets
1
Quasilinear goods are borderline goods between the set of normal and the set of inferior goods.
True
2
Every luxury good is a normal good but not every normal good is a luxury.
True
3
The price of peaches goes up and I observe you buying more strawberries.This implies that strawberries must be an inferior good.
False
4
A change in the price of one good cannot leave utility unchanged unless the price change is accompanies by a change in income.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
5
Except for the case of Giffen goods, the substitution effect always tells us that a consumer will consume less (or at least no more) of a good whose price has increased.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
6
Every necessity is a normal good, but not all normal goods are necessities.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
7
The price of peaches goes up and I observe you buying fewer strawberries.This implies strawberries must be a normal good.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
8
The price of peaches goes up and I observe you buying more strawberries.This implies strawberries must be a normal good.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
9
Every Giffen good is a necessity but not every interior good is a necessity.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
10
Goods with small substitution effects tend to be normal goods.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
11
All homothetic goods are normal goods.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
12
Income effects are negative for normal goods, and positive for inferior goods.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
13
Wholesale clubs charge a fixed monthly fee but then offer goods at discount prices.For purposes of this question, suppose a wholesale club and a supermarket offer the same composite grocery item, with the supermarket charging no fixed fee but a higher price for the item.(Assume no corner solutions.)

A)Anyone shopping at the wholesale club places less value on the marginal item bought than anyone shopping at the supermarket.
B)Anyone indifferent between the two stores buys more (or at least no less) if she chooses the wholesale club.
C)We cannot predict how much value different individuals place on the marginal item in each store because we cannot measure utility objectively.
D)Both (a) and (b) are true.
E)Both (b) and (c) are true.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
14
Bag of chips and bottles of salsa are perfect complements for consumer who eats only chips and salsa, but a bottle of salsa costs $1 more than a bag of chips.The income effect of a 50 cent increase in the price of a bag of chips will be fore the consumer to eat fewer chips and less salsa.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
15
Homothetic goods are neither necessities nor luxuries, but rather lie on the borderline between them.​
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
16
All quasilinear goods are necessities.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
17
You and I both have homothetic tastes.When the price of peaches goes up, you buy more strawberries and I buy fewer.Which of the following must be true.

A)Peaches are more substitutable with strawberries for me than they are for you.
B)Peaches are more substitutable with strawberries for you than they are for me.
C)Strawberries are normal goods for you and inferior goods for me.
D)Strawberries are normal goods for me and inferior goods for you.
E)Both (a) and (c).
F)Both (b) and (c).
G)Both (a) and (d)
H)Both (b) and (d)
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
18
Bottles of Coca-Cola and equally-sized bottles of Pepsi Cola are perfect substitutes for a consumer, but a bottle of Coke costs 10 cents less than bottles of Pepsi.The income effect of a 15 cent increase in the price of Pepsi will be for the consumer to drink less cola.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
19
The price of peaches goes up and I observe you buying fewer strawberries.Which of the following is consistent with this observation:

A)Strawberries are inferior and peaches are normal.
B)Strawberries are normal and peaches are inferior.
C)Both strawberries and peaches are inferior.
D)Both (a) and (b).
E)Both (a) and (c).
F)Both (b) and (c).
G)All of the above.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
20
At most museums, you can either buy a year-long membership that gives you free access to the museum any time, or you can pay a daily fee every time you visit.(Assume for purposes of this exercise that everyone can in principle afford the year-long membership.)

A)Those who choose to pay the daily fees all place the same value on their marginal museum visit.
B)We cannot tell how much value anyone places on the marginal museum visit because we cannot compare utility across individuals.
C)If someone is indifferent between the two options, she will go to the museum at least as much if she chooses the year-long membership than if she does not.
D)Both (a) and (c) are true.
E)Both (b) and (c) are true.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
21
Your drink budget is entirely split between bottled water and fancy liqueurs, and your tastes are quasilinear in bottled water.In an attempt to get people to drink more water, the government introduces a subsidy that lowers the price of bottled water.
a.In a graph with bottled water on the horizontal and fancy liqueurs on the vertical axis, illustrate your before-subsidy budget and your optimal bundle A.
b.As a result of the water subsidy, I notice you consume more fancy liqueur.Illustrate this in your graph using income and substitution effects.
c.You and I are good friends, in part because I confided in you some time ago that I, too, have tastes that are quasilinear in water.(Nothing bonds like quasilinearity!) But, after the subsidy is introduced, you observe that I, unlike you, have reduced my consumption of fancy liqueurs.Your other friends claim that this is proof that our friendship is based on a fiction --- that I cannot possibly also have quasilinear tastes.Illustrate in a graph why your friends are wrong.
d.If we both have quasilinear tastes, can you explain what the fundamental difference in our tastes is that accounts for the difference in behavior?
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
22
Suppose a relatively low income family has a monthly budget of $1,000 to allocate between food and a non-food composite good.In this problem, assume food is aggregated into a "composite food" good that is modeled on the horizontal axis, and the non-food composite good is denominated in "dollars of other consumption".The price of food is $10 per unit.Suppose further that this family's tastes exhibit kinks in indifference curves, with one such indifference curve graphed below. Suppose a relatively low income family has a monthly budget of $1,000 to allocate between food and a non-food composite good.In this problem, assume food is aggregated into a composite food good that is modeled on the horizontal axis, and the non-food composite good is denominated in dollars of other consumption.The price of food is $10 per unit.Suppose further that this family's tastes exhibit kinks in indifference curves, with one such indifference curve graphed below.   a.Draw the family's budget constraint and label the optimal consumption bundle. b.Due to unexpected droughts, the price of food rises to $20.A cash subsidy S that leaves our family with the same level of happiness as it enjoyed prior to the price increase is proposed.How much would this subsidy cost for this family? c.An alternative proposal suggests a price subsidy s that lowers the price of food for this family from $20 to ($20-s), with s set sufficiently high to allow the family to reach its original utility level. d.Yet a third proposal suggests a price subsidy that leaves in tact the new price of $20 for the first 20 units of food bought by the family but then lowers the price for this family to $(20-s') while also making the family just as happy as it was before.How high does s' have to be to accomplish this? e.If cost is all you care about, how would you rank these three policies? What if you care about food consumption for this family and believe a policy is better if it results in more food consumption?
a.Draw the family's budget constraint and label the optimal consumption bundle.
b.Due to unexpected droughts, the price of food rises to $20.A cash subsidy S that leaves our family with the same level of happiness as it enjoyed prior to the price increase is proposed.How much would this subsidy cost for this family?
c.An alternative proposal suggests a price subsidy s that lowers the price of food for this family from $20 to ($20-s), with s set sufficiently high to allow the family to reach its original utility level.
d.Yet a third proposal suggests a price subsidy that leaves in tact the new price of $20 for the first 20 units of food bought by the family but then lowers the price for this family to $(20-s') while also making the family just as happy as it was before.How high does s' have to be to accomplish this?
e.If cost is all you care about, how would you rank these three policies? What if you care about food consumption for this family and believe a policy is better if it results in more food consumption?
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
23
Suppose the only two goods you care about in the world are French wine (x) and Cuban cigars (y) and your utility function is given by u(x,y)=xy.You have no income, and the only thing in the world you possess is a large box you have just inherited from your rich uncle who passed away last week (of liver and lung cancer.) You open the box, and much to your liking, you find it contains 9 bottles of fine French wine and 3 boxes of exquisite Cuban cigars.Currently, the wine sells for $1 per bottle, and the cigars sell for $9 per box.Just as you receive the inheritance, you read the headline: "President Lifts Embargo - Price of Cuban Cigars Falls to $4 per Box!"
a.Determine the income (or wealth) and substitution effects of a decrease of the price of cigars from 9 to 4.(Assume fractions of bottles and cigars can be bought.)
b.Are cigars a normal or inferior good for you?
c.How much would you have been willing to pay the President in order not to lift the embargo?
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
24
Currently.the price of consuming housing Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? to Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? .At the same time, the government lowers the tax on other consumption, lowering the price from Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? to Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? .
a.Write down your original budget constraint assuming the consumer has income I.
b.Suppose the utility function Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? captures your tastes, and suppose Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? , Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? and Currently.the price of consuming housing   is lowered by the fact that home mortgage interest is tax deductible.Suppose the government proposed to eliminate this implicit subsidy of your housing consumption, raising the price from   to   .At the same time, the government lowers the tax on other consumption, lowering the price from   to   . a.Write down your original budget constraint assuming the consumer has income I. b.Suppose the utility function   captures your tastes, and suppose   ,   ,   ,   and   .Write out the utility maximization problem for this consumer prior to any policy change. c.How much housing and other goods will this consumer consume prior to any policy change? d.How much would this consumer be willing to pay to get the policy change implemented? .Write out the utility maximization problem for this consumer prior to any policy change.
c.How much housing and other goods will this consumer consume prior to any policy change?
d.How much would this consumer be willing to pay to get the policy change implemented?
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
25
Suppose the government spends the same for a particular consumer under two different policies: One subsidizes the price of good x while the other is a lump sum subsidy.Which of the following is true.

A)Compared to the lump sum subsidy, the consumer will purchase more x under the price subsidy if and only if x is a normal good.
B)Compared to the lump sum subsidy, the consumer will purchase less of x under the price subsidy if x is an inferior good.
C)Compared to the lump sum subsidy, the consumer will purchase less of x under the price subsidy if x is a Giffen good.
D)The consumer will spend the same on x under the two policy if and only if her indifference curves are kinked.
E)Both (a) and (c).
F)Both (b) and (c).
G)All of the above.h.None of the above.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
26
Suppose you collect stamps and coins for the sheer fun of it.Currently, your collection contains both.For purposes of this problem, suppose that stamps all sell for one price and coins all sell for another, and both are normal goods.
a.Begin by illustrating your current budget constraint (with stamps on the horizontal and coins on the vertical) as well as the bundle A you currently own.Assume that you have done the best you can given your circumstances.
b.The stamp industry has recently marketed its product as a safe way of investing and insuring against inflation.As a result, the price of stamps has been driven up since you chose your current bundle.Show how this changes your budget constraint given that you can buy and sell both stamps and coins --- and assuming you have no additional funds to spend on your collections.
c.Are you happy about the stamp industry's marketing campaign? In what way will you adjust your collection?
d.After a while (and after you have made your desired adjustments), it turns out that the marketing campaign only produced a temporary "bubble" in the stamp market --- and prices fall back to what they were before.Are you happy when the bubble bursts? Will you have more or fewer coins and stamps than you had before the marketing campaign started?
e.True or False: For collectors that collect to satisfy their passion (rather than as an investment strategy), volatility in prices is good.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
27
Suppose your tastes are defined by the utility function Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. .
a.Suppose your income is $1,000, the price of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. is 1 and the price of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. is Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. .Set up your utility maximization problem.
b.Derive the quantity of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. you will consume.
c.What happens to your consumption of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. if Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. increases?
d.Now suppose that your and my tastes are captured by the utility function Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. , with the parameter Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. different for you than it is for me.When Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. increases, you consume more Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. than before and I consume less.What range of Suppose your tastes are defined by the utility function   . a.Suppose your income is $1,000, the price of   is 1 and the price of   is   .Set up your utility maximization problem. b.Derive the quantity of   you will consume. c.What happens to your consumption of   if   increases? d.Now suppose that your and my tastes are captured by the utility function   , with the parameter   different for you than it is for me.When   increases, you consume more   than before and I consume less.What range of   is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain. is consistent with your behavior, and what range is consistent with mine? Use your answer to (b) to explain.
Unlock Deck
Unlock for access to all 27 flashcards in this deck.
Unlock Deck
k this deck
locked card icon
Unlock Deck
Unlock for access to all 27 flashcards in this deck.