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ECO 352 – International Trade – Spring Term 2010 ... This exam has FOUR pages. ... depend on your skills in answering the different types of questions.
Typology: Schemes and Mind Maps
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ECO 352 – International Trade – Spring Term 2010
QUESTION 2: 30 points (10 for each part), 45 minutes (a) “If there were free migration and truly open borders, workers from the lower-wage countries would stream into the higher-wage countries. These new arrivals would compete for jobs, accept work for lower pay, and force the existing jobholders to accept either lower wages or unemployment. Precisely for this reason, no one accepts or supports the notion of free immigration. “We do, however, accept and support the notion of free trade, which has the same effect. Instead of exporting workers to the United States, lower-wage countries simply import our jobs and industries to their workers. As the higher-wage nation suffers cutbacks in production, failures of companies, and losses of jobs, the market dictates that workers accept lower wages and a reduced standard of living to match the lower-wage foreign competition.”
(a) (2 points) What would be the price of a Netbook in the US if imports were banned? (b) If Netbooks can be imported freely into the US: (i) (2 points) What is the equilibrium price of Netbooks in the US market? (ii) (2 points) What are the quantities consumed, produced, and imported in the US market? (iii) (2 points) What are the resulting consumer, producer, and total social surpluses in the US? (c) If the US imposes a tariff t (in hundreds of dollars) on each Netbook imported, (i) (3 points) Find the equilibrium prices of Netbooks in the US corresponding to t = 2, 4, 6. (ii) (3 points) For each of these tariff levels, find the equilibrium quantities consumed, produced, and imported in the US market. (iii) (3 points) For the cases of t = 2 and t = 4 only, calculate the consumer, producer, and total social surpluses in the US. (iv) (3 points) Compare the social surpluses attained for each of these two tariff levels to the total social surplus under free trade. In each case, give the economic intuition for the difference. (d) (5 points) Find the tariff that maximizes US welfare (total social surplus). QUESTION 4: 25 points, 45 minutes Note: [1] Show clearly and readably all the steps of your calculations. [2] You are not allowed to use calculators. Almost all the numerical calculations in this question can be done using paper and pencil. You are given the following information for the few exceptions; they will also serve as hints as to whether your answers are correct: 400 – 192 – 96 = 112, 112 * 112 = 12544, 110 * 110 = 12100, and 120 * 105 = 12600. [3] You can also use the following result: For any constants a and b, the function f(x) = (x-a)(b-x) is maximized when x = (a+b) / 2. For the purpose of this question, suppose that all computer hardware is produced by Denovo, a 100% Chinese-owned company, and all software is produced by Programagica, a 100% Indian-owned company. They compete in world markets as price-setting duopolists. For the purpose of this question you should ignore the market for these goods/services within China and India, and focus only on the export market in the rest of the world. The demand functions for the two in that market are given by QH = 400 – PH – ½ PS and QS = 400 – ½ PH – PS where Q denotes quantity, P denotes price, H denotes hardware, and S denotes software. The average and marginal costs of producing each unit quantity, whether of hardware or of software, equal 80. The Indian government is contemplating a strategic trade policy.
(a) Suppose the Indian government levies an export tax TS on each unit quantity of software. (i) (1 point) Write down expressions for the profits of Programagica and Denovo as functions of the prices and the tax rate. (ii) (4 points) Calculate the best response functions giving each manufacturer's profit- maximizing price as a function of the other's price and the tax rate. (iii) (2 points) Solve these functions to express the Bertrand-Nash equilibrium prices as functions of the tax rate. (iv) (3 points) Find the resulting expressions for the quantities and the profits of each firm, also as functions of the tax rate. (b) The Indian government wants to maximize the country's welfare or total surplus, which equals Programagica' profit plus the government's tax revenue. The Chinese government is not deploying any strategic trade policy; its total surplus is simply Denovo's profit. (i) (2 points) What are the Indian and Chinese total surpluses in the absence of any policy, that is, when TS = 0? (ii) (5 points) What is Indian government's optimal choice of TS? (iii) (2 points) What are the resulting Indian and Chinese total surpluses and how do they compare to the case when TS = 0? (iv) (6 points) How do these results differ from the Airbus-Boeing duopoly of Problem Set 5? Give an economic explanation for your findings.