Exam 7: Income and Substitution Effects in Consumer Goods Markets

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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.

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Quasilinear goods are borderline goods between the set of normal and the set of inferior goods.

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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.

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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.)

(Multiple Choice)
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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?

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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.

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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.

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