You are an American investor who can borrow $1,000,000 or the equivalent amount in euros today. Suppose the spot rate is $1.18/€, and the one-year forward rate is $1.15/€. The annual interest rate is 4 percent in the U.S. and 2 percent in Germany. Check if IRP holds. If it does not hold, set up a covered interest arbitrage. What will be your profit from this arbitrage opportunity in dollars?
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You are an American investor who can borrow $1,000,000 or the equivalent amount in euros today. Suppose the spot rate is $1.18/€, and the one-year forward rate is $1.15/€. The annual interest rate is 4 percent in the U.S. and 2 percent in Germany. Check if IRP holds. If it does not hold, set up a covered interest arbitrage. What will be your profit from this arbitrage opportunity in dollars?
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- Assume the spot rate between the uk and the US is .€ .6789= $1 while the one year Foward rate is €.6782=$1. The risk free rate in the UK is 3.1 percent. The risk free rate in the U.S is 2.9 percent. How much profit can you earn for the year on a loan of $1,500 by utilizing covered interest abitrage?Using the UIP equation, assume that the expected future rate (after one year) for euros (in terms of dollars) equals $1.20, while the current spot rate is 1.15. The current interest rate on euro deposits is 2%, and the interest rate on dollar deposits is 3%. Should you invest in the US or in Europe? Neither one In the US In Europe It is indifferentSuppose that the current EUR/GBP rate is 0.6668 and the one-year forward exchange rate is 0.6742. The one-year interest rate is 1.8% in euros and 3.6% in pounds. You can borrow at most €1,000,000 or the equivalent pound amount. Suppose you are a pound-based investor. Determine the profit/loss (in GBP, no cents) if you borrow locally and invest in Euros.
- The interest rate in Britain is 12% while it is 7% in the United States. The spot rate is 0.5714 pounds per USD and the 1-year forward rate is 0.5952 pounds per USD. If you can borrow $1 million or its equivalent, how can you use the information to earn an arbitrage profit? Compute the profit and provide all computational steps in support of your answer.Suppose that the current EUR/GBP rate is 0.6674 and the one-year forward exchange rate is 0.6748. The one-year interest rate is 1.4% in euros and 3.4% in pounds. You can borrow at most €1,000,000 or the equivalent pound amount. Suppose you are a Euro-based investor. Determine the profit/loss (in EUR, no cents) if you borrow locally and invest in poundsSuppose you have INR 10millions that you can invest in for one year anywhere in the world without any restriction. You are considering to either investing in the US or in India. The interest rate on one-year bonds in India is 9% and on one-year bonds in the US is 8%. The current exchange rate is INR 74.525/USD. What should be the one-year forward rate so that you earn the same return whether you invest in India or in the US. a. 73.84128 b. 74.525 c. 75.21505 d. All the options are wrong e. 70.12125
- Suppose you observe that 90-day interest rate across the eurozone is 5%, while the interest rate in the U.S. over the same time period is 1%. Further, the spot rate and the 90-day forward rate on the euro are both $1.60. You have $500,000 that you wish to use in order to engage in covered interest arbitrage. To start, you exchange your $500,000 for (for when you convert the euros back to dollars), you euros, and deposit the funds in a bank in the eurozone. To lock in the exchange rate euros forward at a forward rate of $1.60.Currently, the spot rate is RM4.2000/USD and the one year forward rate is RM4.1000/USD. Interest rate in United States is 3% per annum and in Malaysia is 2% per annum. Assume that you can borrow as much as USD100,000 or RM420,000 for your coming project. If Interest Rate Parity (IRP) is not holding, determine how would you carry out covered interest arbitrage (CIA) and compute the profit.Suppose that the current spot exchange rate is €0.830/S and the three-month forward exchange rate is €o.815/S. The three-month interest rate is 6.00 percent per annum in the United States and 5.40 percent per annum in France. Assume that you can borrow up to $1,000,000 or €830,000. Show how to realize a certain profit via covered interest arbitrage, assuming that you want to realize profit in terms of U.S. dollars. Also determine the size of your arbitrage profit.
- Suppose that the interest rates in the U.S. and Germany are equal to 5%, that the forward (one year) value of the € is F$/€ = 1$/€ and that the spot exchange rate is E$/€ = 0.75$/€. Please answer the following questions by explaining all steps of your analysis: Does the covered interest parity condition hold? Why or why not? How could you make a riskless profit without any money tied up assuming that there are no transaction costs in buying and or selling foreign exchange? PLEASE SHOW ALL STEPSAn investor has $10m to invest and has the following options: 1) depositing it in a US bank account paying 3% annually, or 2) depositing it in a German bank, where the annual rate of interest is only 2%. Assume that today the current spot exchange rate for the Euro is given as $1.2750, while the 1-year Dollar-Euro forward rate is posted as 1.2995. a. Based on your knowledge of the relationship between interest rate differentials and the current dollar-euro forward premium or discount, in which country should the investor deposit her money? why? b. If you had the power to adjust the German interest rate, with all else constant, what rate would you establish, such that the investor is totally indifferent between depositing in either countries? Show your work and the logic behind it.Suppose that you are the CFO of Google with an extra U.S. $20 Million to invest for one year. You are considering the purchase of U.S. T-bills that yield 4% per year. The spot exchange rate is $1.00 = €0.90, and the one-year forward rate is $1.00 = €0.95 . What must the interest rate in the Eurozone (on an investment of comparable risk) be before you are willing to consider investing there instead of the US? a. 9.78% b. 1.56% c. 4.00% d. 5.56%