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Suppose the following exchange rate quotations are available:
Citibank quotes U.S. dollars per Euro: $1.2223/€
Barclays Bank quotes U.S. dollars per pound sterling: $1.8410/£
Dresdner Bank quotes Euros per pound sterling: €1.5100/£
You are a market trader with $1,000,000. Will you be able to make an arbitrage profit using these quotes? If yes, why? What will be the profit? Show your calculations.
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- Match each term in Column A with its related definition in Column B. Column A 1. ____________ Spot rate 2. ____________ Currency appreciation 3. ____________ Translation risk 4. ____________ Transaction risk 5. ____________ Exchange rate Column B a. The rate at which one currency can be traded for another currency. b. The possibility that future cash transactions will be affected by changing exchange rates. c. A month ago, 1 U.S. was worth 8.5 Mexican pesos. Today, 1 is worth 9.0 Mexican pesos. The U.S. dollar has undergone what? d. The degree to which a firms financial statements are exposed to exchange rate fluctuation. e. The exchange rate of one currency for another for immediate delivery (today).Assuming the following quotes: Citibank quotes U.S. dollars per pound at $1.5400/£ National Westminster quotes euro per pound at €1.6000/£ Deutsche bank quotes dollars per euro at $0.9700/€ Is there an arbitrage opportunity based on these quotations? If so, show how a market trader with one million $ (1,000.000 $) can make an inter-market arbitrage profit, and calculate that profit.Assume the following quotes: Citibank quotes U.S. dollars per pound at $1.5400/£ National Westminster quotes euro per pound at €1.6000/£ Deutsche bank quotes dollars per euro at $0.9700/€ Is there an arbitrage opportunity based on these quotations? If so, show how a market trader with one million $ (1,000.000 $) can make an inter-market arbitrage profit, and calculate that profit.
- Suppose the current exchange rate between the US dollar (USD) and the euro (EUR) is 1 USD = 0.85 EUR. Additionally, assume that the expected rate of return on US assets is 8% and the purchasing price of a US asset is $ 100. Calculate the expected rate of return on this US asset in terms of euros. [5] How does the ability of international investors to quickly and easily switch between domestic and foreign assets impact the relationship between exchange rates and asset prices, particularly in terms of expected rates of return?Suppose that a French firm would like to have its stock available through an American Depository Receipt (ADR). If the firm’s stock is currently selling for €75 and that the exchange rate between the € and the $ is €1.0=$1.0592. What price should we expect for the ADR in US dollars? Suppose that over the next year the dollar reaches parity with the Euro, i.e., $1.00=€1.00 and that the price of the French firm’s stock rises to €100. What would expect the price of the ADR to be?Suppose you have the following spot exchange rates: USD/AUD 0.5300 AUD/EUR 1.6428 USD/EUR 0.8782 a) Calculate the US dollar profit (per 1 USD), if any, on a three-point arbitrage. b) Calculate AUD profit (per 1 AUD), if any, on a three-point arbitrage. c) How can you explain the answers in (1) and (2)?
- The next two questions are based on the following information Consider the following prices in the international money markets: Spot rate: USD1.275/GBP One-year Forward rate: USD1.364/GBP Interest Rate (UK): 2.39% Interest Rate (US): 11.66% Assuming no transaction costs, which of the following statements is true? An arbitrage can be obtained by borrowing in the currency that is expressing the other currency. An arbitrage can be obtained by investing in the currency that is expressing the other currency. An arbitrage can be obtained by borrowing in the currency that is being expressed by the other currency. O d. An arbitrage cannot be obtained by investing in the currency that is being expressed by the other currency. O e. None of the option in this question are correct. O a. O b. O c. What should the forward rate be for the International Fisher Effect to hold? GBP1.4875/USD GBP1.3904/USD USD1.3904/GBP d. USD1.4875/GBP O e. None of the options in this question. a. O b. OcSuppose the Japanese yen exchange rate is ¥116/$ and the British pond exchange rate is $1.27/£. a) What is the yen to pound cross-rate? b) Suppose that a bank gives you a quote of ¥156/£. Is there an arbitrage opportunity here? If so, explain how to take advantage of the mispricing.Suppose the Japanese yen exchange rate is ¥105 = $1, and the British pound exchange rate is £1 = $1.34. A. What is the cross-rate in terms of yen per pound? B. Suppose the cross - rate is ¥136 = £1. Is there an arbitrage opportunity here? If there is, explain how to take advantage of the mispricing.
- e) Suppose that the current spot exchange is: 1 BP (British pound) = $1.21. Use the following interest rates. The interest rate is 8% in the US market (home market). The interest rate is 3% in the UK market (foreign market). ii) Assume that the IRP holds (this means you use the IRP forward exchange rate found above). When you invest $10,000 in the UK market and at the same time, enter a currency forward contract to sell BP in a year under the assumption that the IRP holds, show that the return from your foreign investment is equal to the return that can be achieved from the US market (home market).You have 1000000 CHF Assume the following exchange rates are quoted: Bank of America CHF/USD 1.56 Barclays Bank GBP/USD 1.71 Deutsche Bank GBP/CHF 1.13 Is triangular arbitrage possible? Describe the procedure step by step. What's the profit?Suppose that the current spot exchange is: 1 BP (British pound) = $1.21. Use the following interest rates.The interest rate is 8% in the US market (home market).The interest rate is 3% in the UK market (foreign market). i) Find the forward exchange rate when the IRP holds. ii) Assume that the IRP holds (this means you use the IRP forward exchange rate found above). When you invest $10,000 in the UK market and at the same time, enter a currency forward contract to sell BP in a year under the assumption that the IRP holds, show that the return from your foreign investment is equal to the return that can be achieved from the US market (home market). iii) If the forward exchange rate is 1 euro = $1.23 (the IRP does not hold), from what market will you have more investment return (%)? Show your work.