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You are the manager of a firm that produces X and Y at zero cost. You know that different types of consumers value your two products differently, but you are unable to identify these consumers individually at the time of the sale. in particular, you know there are three types of consumers ( 1,000 of each type) with the following valuations for the two products:
Consumer Type Product x Product Y
1 $ 60 $50 2 $ 50 $ 125 3 $ 25 $ 140
a. What are your firm's profits if you charge $25 for product X and $ 50 for product Y?b. What are your profits if you charge $60 for product X and $140 for product Y?c. What are your profits if you charge $110 for a bundle containing one unit of product X and one unit of product Y?d. What are your firm's profits if you charge $175 for a bundle containing one unit of X and one unit of Y, but also sell the products individually at a price of $60 for product X and $140 for product Y?
Economists refer to consumer satisfaction as utility and use "utils" to measure consumer utility. Jill enjoys cookies and milk as a snack. Below is a table showing Jill's utility from consuming cookies and milk: Total Utility (Utils) 0, 1, 2, 3, 4..
When the price of insulin was $10 consumers demanded 100 units, when the price was $15 consumers demanded 100 units, and when the price was $20 consumers demanded 100 units. Based on this information, insulin must have a(n) demand curve.
Define a variable Z that is a function of the sample average ? and follows a standard normal distribution. What is the probability that ? will be in the interval [1, 3] What is the probability that ? will be in the interval [-1, 1] What is the probab..
When the colts won the super bowl the demand for peyton manning's jersey was: P = 210 - 0.002Q with a corresponding marginal revenue of: MR = 210 - 0.0004Q IF the marginal cost of producing a jersey is $10, how much are the trademark licensing rig..
Total Total Average Fixed Variable Total Total Marginal Quantity Cost Cost Cost Cost Cost 0 $40 0 40 X X 1 40 55 95 95 55 2 40 75 115 57.50 20 3 40 90 130 43.33 15 4 40 110 150 37.50 20 5 40 135 175 35 25 6 40 170 210 35 357 40 220 260 37.14 50 8 40 ..
Suppose two firms 1 and 2 compete in quantities and face a demand curve p = 100 - q. Suppose firm 1 has a constant marginal cost of 10 while firm 2 has a constant marginal cost of 40. Suppose they produce quantities simultaneously. a.Find quantity..
What is the probability that Z is smaller than 1.02? b.) What is the probability that Z is greater than 0.65? c.) What is the probability that Z is between -2 and -0.5? d.) What is the probability that the interval [Z-1, Z+1] contains the value 0?
What is wrong with this specification? Why is least squares unable to estimate the parameters in this model uniquely? What happens when you try to estimate this model using STATA? Verify that the coefficients on education and experience variables f..
Suppose that you are a monopolist who produces gizmos, Z, with the total cost function C (Z) = F + 50Z; where F represents the firms fixed costs. Your marginal cost is MC = 50. Suppose also that there is only one customer in the market
a representative consumer with preferences over goods x1 and x2 given by U(x1,x2)=1/2 log X1+1/2 Log X2. assume the consumer has an exogenous income of M=100. suppose initial prices are p1=3 and p2=5 calculate the optimal consumption of both goods
England and Scotland both produce scones and sweaters. Suppose England can produce 50 scones per hour or 1 sweater per hour. Suppose Scotland can produce 40 scones per hour or 2 sweaters per hour. Before trade England produces 25 scones and 0.5.
Fit a multiple regression model of y on x1 and x2. Fit two simple linear regressions: (I) y on x1; (II) y on x2. Compare the results of multiple regression analysis with each of simple linear regressions.
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