In the past nine months, the Mexican peso has depreciated relative to US dollar by 20 percent. Assume that the prices of Mexican and US goods have all increased by 1% during that same time period. Given this information, we can say that compared to the US products, Mexican products have become
Peach Inc. manufactures farming equipment in Canada and exports some of its products to the US. In the US market, it competes with local firms and has to match their prices in US dollars (US$). Suppose the US market prices remain constant this year, but the Canadian dollar (C$) appreciates vis-à-vis the US$ by 3%. If Peach Inc. wants to remain as competitive in the US market this year as it has been in the past, it must
Suppose the euro is your home currency. If the rates of interest on euro and yen deposits are equal to each other, i€ = i¥, and the spot exchange rate is less than the expected future exchange rate, e < ee, then in the spot market for foreign exchange,
Part B. Short-Answer and Algebraic Questions: (The numbers in square brackets give the breakdown of the points for various parts of each question. To receive full credit, please explain your answers.)
US-India real exchange rate change in 2020: In December 2019, the consumer price index (CPI) for the US economy was 258.4. During the same month, the CPI for the Indian economy, adjusted to reflect the same base year and the same basket of consumer goods as in the US, was 9990.2. In December 2020, these indices had reached 261.8 and 10324.9, respectively. The average exchange rate e between the currencies of the two economies was 71.2 rupees/$ in December 2019 and 73.6 rupees/$ in December 2020. For the purposes of this question, treat the US dollar as the home currency. [15 points total for Question 6]
Did the US dollar depreciate or appreciate in nominal terms against the Indian rupee from December 2019 to December 2020? By how much? Explain and show your work. [5]
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Did the US dollar depreciate or appreciate in real terms against the Indian rupee from December 2019 to December 2020? By how much? Explain and show your work. [10]
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A British money financier is managing €10 million and wants to invest it in safe bonds either in France or United Kingdom for one year. The one-year interest rate on such assets is 0.63% in Britain and 0% in France. The one-year forward euro-pound exchange rate is 1.121 €/£ (euros per pound). Assume that the covered interest parity condition (CIP) always holds and to ensure consistency, treat the UK as home country. [25 points total for Question 7]
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Now suppose that the financier believes that while the uncovered interest parity (IP) condition also holds, the foreign exchange market participants have incorrect expectations about future spot euro-pound exchange rate. She believes that she has a better understanding of the economy and expects the future spot rate to be 1.2 €/£, on average. Assume that she is risk neutral in the foreign exchange market. Where should she invest the $10 million? Explain and show your work. [10]
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In the coming year, as the COVID-19 pandemic eases and the Federal government increases its expenditure, the economic recovery in the US is likely to speed up and inflation may start to take off. Assume that this prospect gives rise to expectations in currency markets that a year from now (early 2022) the Fed will raise the US interest rate and keep it at an elevated level for some years. The following set of questions is about impact of this prospect on the exchange rate and interest rate policies of emerging markets. In answering these questions, assume that the interest parity condition always holds and that the interest rates observed in emerging markets include risk premia. That is, treating the emerging economy as home country and the US as the foreign country, if the nominal domestic and foreign interest rates inclusive of risk premia are ir and ir*, risk free interest rates can be expressed as:
i = ir – ρ and i* = ir* – ρ*,
where ρ and ρ* are the risk premia on domestic and foreign bonds, respectively. Since the risk premium for the US assets is practically negligible, assume that ρ* = 0 and, therefore, i* = ir*. Then, the IP condition can be written as (1 + ir – ρ)ee = (1+ i*)e. Assume that this condition always holds. [30 points total for Question 8]
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