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Consider the following exchange economy with two consumers and two goods. Consumer 1 has utility function u(x,y) = x1/2 y1/2 and initial endowments (ex,ey)=(1,0). Consumer 2 has utility function u(x,y) = x2 y and initial endowments (ex,ey)=(0,1). Assume the price of good x is equal to 1.a. Compute the set of Pareto optimal allocations (also known as contract curve). Hint: this is a function relating x and y. What portion of the contract curve yield trades that improve consumers' welfare relative to their initial endowments?b. Derive Consumer 1 demand for goods x and y (these are the x and y that maximize her utility given her budget constraint), do the same for Consumer 2.c. Compute the competitive equilibrium for this exchange economy (these are the prices at which demand equals supply for both goods). What are the trades that the consumers make in equilibrium?d. Draw the Edgeworth box describing this economy, the equilibrium, and the Pareto optimal allocation.
Consider the market for cigarettes in New York City and Los Angeles. Suppose the daily demand for cigarettes in NYC is given as Qd=1000-100P, and the demand in LA is Qd=900-200P. The market supply for the two markets is the same: Qs=100+200P.
Corporate orders generate an avg. contribution of $100 per coat. Firm K has just recieved and unexpected order for up to 300 coats but has unused capacity to produce only 200. One manager recomends delivering 200 coats.
This year Harry's again produced 10,000 large pepperoni pizzas (identical to last year's pizzas), but sold them for $12 each. Based on this information we can conclude that Harry's production of large pepperoni pizzas this year.
2. Find the marginal utility of good x2 3. Calculate the Marginal Rate of Substitution between good x2 and good x1: MRSx2,x1 = (du(·)/dx2)/(du(·)/dx1) 4. Equate this marginal rate of substitution to the ratio of prices : (Px2)/(Px1)
A monopolist has a linear inverse demand of: P(q) = 100 - (1/4)q and has a cost function of: C(q) = 2438 + 4q What are the monopolistic market price, quantity and prots
Suppose the individual demand for a product is given by QD = 1000 - 5p. Marginal revenues is MR = 200 - 0.4Q, and marginal cost is constant at $20 there are no fixed cost. A. The firm is considering a quantity discount. The first 400 units can be ..
An economy has the per-worker production function: yt=3kt0.5, where yt is output per worker and kt is the capital-labor ratio. The depreciation rate is 0.1, and the population growth rate is 0.05. Savings is: St=0.3Yt
Your company owns a parcel of land in a currently undeveloped part of the county. As the neighboring city grows eastward, you believe there is a 50% chance of residential development, a 20% chance of industrial development, and a 30% chance of no ..
If the MARR is 15% per year and the analysis period is 12 years, use the Present Worth method to determine which alternatives are economically acceptable and which one should be selected. If the total capital investment budget available is $200,00..
a. What is Quick's taxable gains b. What is Quick's taxable income c. What is Quick's marginal and effective (average) tax rate d. What is Quick's net cash flow after tax
The seller, Ryan Miller's mom (who is a monopolist, at least with respect to these consumers, and can "produce" enough quantity to meet demand), has to determine her pricing strategy, and whether to sell the goods separately or as a bundle.
Say that investment increases by 100 for each interest rate drop of 1 percent. Say also that the expenditures multiplier is 3. If the money multiplier is 5, and each 5-unit change in the money supply changes the interest rate by 1 percent, what op..
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