Exam 13: Introduction to Exchange Rates and the Foreign Exchange Market
Exam 1: Trade in the Global Economy135 Questions
Exam 2: Trade and Technology: The Ricardian Model202 Questions
Exam 3: Gains and Losses From Trade in the Specific-Factors Model148 Questions
Exam 4: Trade and Resources: the Heckscher-Ohlin Model138 Questions
Exam 5: Movement of Labor and Capital Between Countries159 Questions
Exam 6: Increasing Returns to Scale and Monopolistic Competition149 Questions
Exam 7: Offshoring of Goods and Services128 Questions
Exam 8: Import Tariffs and Quotas Under Perfect Competition183 Questions
Exam 9: Import Tariffs and Quotas Under Imperfect Competition201 Questions
Exam 10: Export Subsidies in Agriculture and High-Technology Industries155 Questions
Exam 11: International Agreements: Trade, Labor, and the Environment173 Questions
Exam 12: The Global Macroeconomy100 Questions
Exam 13: Introduction to Exchange Rates and the Foreign Exchange Market160 Questions
Exam 14: Exchange Rates I: the Monetary Approach in the Long Run161 Questions
Exam 15: Exchange Rates II: the Asset Approach in the Short Run159 Questions
Exam 16: National and International Accounts: Income, Wealth, and the Balance of Payments156 Questions
Exam 17: Balance of Payments I: the Gains From Financial Globalization153 Questions
Exam 18: Balance of Payments II: Output, Exchange Rates, and Macroeconomic Policies in the Short Run153 Questions
Exam 19: Fixed Versus Floating: International Monetary Experience182 Questions
Exam 20: Exchange Rate Crises: How Pegs Work and How They Break148 Questions
Exam 21: The Euro148 Questions
Exam 22: Topics in International Macroeconomics148 Questions
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Changes in exchange rates are usually expressed in percentage terms. The percentage rate of appreciation for one currency will be close to the rate of depreciation for the other nation whenever:
(Multiple Choice)
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Suppose $1 = 120 yen in New York, $1 = 2 euros in London, and one euro = 75 yen in Tokyo. A speculator with $1 million would get a profit of _____ by engaging in a 3-point arbitrage.
(Multiple Choice)
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If, in 2011, $1 = 1.5 euros, and in 2016, $1 = 0.9 euros, which of the following statements would be TRUE?
(Multiple Choice)
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In July 2015, the spot rate is $1 exchanging for 1,250 won. You are convinced that the won will appreciate by the end of the year. How might you profit if your hunch is correct?
(Short Answer)
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(Table: Currency Values I) If you want, ceteris paribus, to invest dollars in 2015 and then convert them back into dollars in 2016, which is the best currency to invest in? 

(Multiple Choice)
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Is it possible to engage in arbitrage under the following scenario? The exchange rate in New York is E = $1.25/euro, and it is E = $1.35/euro in London. Explain how you would do it.
(Short Answer)
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If a nation's currency buys fewer units of a foreign currency today than yesterday, we say the value of its currency has:
(Multiple Choice)
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An agreement that gives one party the right to buy from or sell to another party a specified quantity of currency at a specified price would be included in which of the following transactions?
(Multiple Choice)
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In which of the following categories would an agreement to trade currencies in pre-set amounts at a certain date in the future be included?
(Multiple Choice)
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If the dollar-euro exchange rate on June 30, 2015, is $1.115 per euro, then the euro-dollar exchange rate would be:
(Multiple Choice)
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The U.S. dollar's effective exchange rate since 2002 steadily weakened up to 2012, before rebounding somewhat. However, it didn't weaken as much against ALL currencies as it did against the currencies of the major developed countries (which include the pound and the euro). This could be because:
(Multiple Choice)
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Suppose $1 = 1.5 euros in London and $1 = 1.2 euros in New York. Which of the following would be the right trade for you to make money?
(Multiple Choice)
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Explain in your own words the effective exchange rate and why policy makers pay more attention to it than the bilateral exchange rate.
(Essay)
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Some nations use a currency board to manage their currencies. How does this work?
(Multiple Choice)
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The average of the bilateral rate changes for a nation, weighted by the importance of the trading partner, is known as the:
(Multiple Choice)
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