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Microeconomics Theory and Applications Study Set 2
Quiz 4: Individual and Market Demand
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Question 81
Multiple Choice
Limitations of using experimentation to estimate demand elasticities include:
Question 82
Multiple Choice
The demand function for good C is derived from the utility function,U = C
α
\alpha
α
M
α
\alpha
α
-1
depends upon:
Question 83
Multiple Choice
To economists,survey data is not always reliable because:
Question 84
Essay
A consumer's demand function for a good Q is of the form P = 20 - 2Q.Derive the consumer's price elasticity of demand for this good when price decreases to $6 from $8.What can be inferred about the shape of the consumer's price consumption curve?
Question 85
Essay
Suppose there are 20 identical consumers in a market,each with demand curve given by P = 100 - 4Q
i
,where P is price per unit and Q
i
is the number of units demanded by the i
th
consumer.What is the equation for the market demand curve?
Question 86
Multiple Choice
The exponents of a Cobb-Douglas utility function,U = C
α
\alpha
α
M
α
\alpha
α
-1
,represent:
Question 87
Multiple Choice
Which of the following methods is not generally relied upon to estimate demand?
Question 88
Essay
In the country of Aldeine,the market demand for Good A is derived from the individual demand curves of five consumers who consider A to be a Giffen good.Determine the shape of the market demand curve for A.How it is different from the market demand curve for normal goods.
Question 89
Multiple Choice
U = C
α
\alpha
α
M
α
\alpha
α
-1
is an example of a:
Question 90
Essay
Use the following chart to complete this exercise.Q represents the quantity demanded and P represents the price level.
a)Graph the data using a spreadsheet such as Microsoft Excel or Apple Numbers. b)Using the regression tool in Excel,regress price on quantity. c)Using your equation,if the price per cookie was 30¢,what is the consumer surplus? d)What is the elasticity of demand at this point?
Question 91
Essay
The individual demand curve for a commodity is given by the equation P = X - Q/2,where X is the choke price (price at which quantity demanded is zero).Derive the consumer surplus when the price of the commodity is $5 and X = 10.Using the same demand equation,determine how the consumer surplus will change if price falls to $3 per unit.
Question 92
Essay
Each day a precocious pre-schooler eats lunch at school using the $1 lunch allowance given by his parents.He only likes Twinkies (T)and orange slices (S),which provide him utility according to the utility function
. a)Derive the demand functions for S and T.Let
represent income,
the price of T winkies,and
the price of slices. b)If Twinkies cost $0.10 each and slices are $0.25 each,how should the pre-schooler spend the $1 his parents give him in order to maximize his utility? Assume fractional units are possible.What is his maximum utility level? c)How would the price of Twinkies affect the demand for Slices?
Question 93
Essay
Suppose coffee and cream are perfect,two-for-one complements and Jack spends his budget of $12 per day on these two goods.That is,assume that Jack likes one ounce of cream for every two ounces of coffee.The price of cream is $2 per ounce.The price of coffee is also $2 per ounce.(It's a fancy coffee shop. ) a)Graph Jack's budget line and at least two of his indifference curves. Label the lines appropriately and identify the values of the intercepts. b)What is Jack's optimal consumption choice? That is,how many ounces of coffee and cream would maximize his utility? c)What will be the income and substitution effects of an increase in the price of cream to $4 per ounce? d)Find Jack's demand curve for cream.Assume the price of coffee is still $2 and income is $12.
Question 94
Multiple Choice
With respect to the ordinary least-squares technique of estimating an equation, "best fitting" means that the estimated equation line will:
Question 95
Multiple Choice
Positive network effects are often viewed as a two-edged sword for firms because they:
Question 96
Multiple Choice
Suppose you have quantity (Q) on the horizontal axis and price (P) on the vertical axis.After running an ordinary least squares regression you have the following results: Q = 100 - 0.02P.The slope of this equation is: