spot een the € and the $ is E€/$=0.82, the one's annual interest rate is 4%, and the al forward exchange rate is F€/$=0.84. the current US interest rate that es the covered interest-rate parity pose that the annual US interest rate is e you found in (i) and the Eurozone uces a tax t=7.5% on capital gains from ing abroad (e.g., on foreign bonds, its abroad, etc.). Find the new annual rd exchange rate F*€/$ that satisfies the ed interest-rate parity on an after-tax
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- 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)?Suppose you observe the following exchange rates: €1 = S1.45; £1 = $1.90. Calculate the euro-pound exchange rate: O a. €1.3103 = £1.00 O b.€3 = £1 O c. £1.3333 = €1.00 Od. €2.00 = £1Suppose the spot price of a euro in dollars is $0.932. The U.S. interest rate for 90 days is 6.875% and the euro rate for 90 days is 4.450%. All interest calculations are done as rate times (#days/360). a. What is the rate for a 90-day forward contract on the euro? b. Suppose the euro forward contract is currently quoted at $0.95. What type of transaction(s) should an arbitrageur conduct to take advantage of the apparent mispricing Only typed answer
- b) Assume that the one-year interest rate is 3% (per annum) in the UK and 2% (per annum) in the Euro area. Also, assume that the current spot exchange rate of one pound to the euro is €1.1500/£ and that the corresponding one-year forward rate is €1.1400/£. i) Provide calculations to show whether the Interest Rate Parity (IRP) theory holds. ii) A UK-based investor has £200,000 to invest for a year either in the Euro area or the UK. Using the above information, determine which investment will generate a higher return for them. iii) Discuss the extent to which your results in i) and ii) above provide support to the Covered Interest Rate Parity (CIRP) condition.Please use the data below, to answer the following question. Interest rate in US (Rh): Interest rate in Euro Zone (Rh): The current spot rate for EUR (SO): The expected spot rate for EUR 1 year later (S₁): What is the uncovered rate of return from the Euro Zone point of view (Ruf)? O 3.37% O 11.80% O 0.48% 7.5% 3.5% $1.25 $1.30 7.64%Suppose that the current exchange rate is €0.70 = $1.00. The direct quote, from the U.S. perspective is?
- α) Suppose that the annual interest rate of the Euro (€) is 2% and the annual interest rate of the US Dollar ($) is 1%. The current $/€ exchange rate is $1 = €1.10. The expected exchange rate from a European investor after one year is 1.10 5 (1$= 1.105€). Is there arbitrage margins from the point of view of a European investor provided that his expectation for the future exchange rate is verified? Show what this investor can do.assume that the one-year interest rate is 4.0 percent in the united states; the spot exchange rate is $1.25/euro, and the one-year forward exchange rate is $1.16/ euro, what must the one - year interest rate be in the euro - zone to avoid arbitrage?A. Suppose the dollar interest rate and the euro interest rate are the same and equal 2 percent per year. Suppose the expected future $/€ exchange rate is $1.20 per 1 €. Suppose now Euro interest rate decreases to 1 percent per year. Determine how the new equilibrium $/€ exchange rate will change if the US interest rate remains constant. B. Indicate how the change in the Euro interest rate will affect the equilibrium $/€ exchange rate and the expected return on euro assets. Explain the changes on the graph.
- Suppose that the spot rate for the euro is $1.5400 and with a forward premium of 2.00%. Which of the following most closely approximates the implied forward rate of the euro in this situation? O-$0.0016 O-$0.0031 O-$0.0047 O $1.5708Suppose that the current spot exchange rate is €1.72 per £ and the one-year forward exchange rate is €1.80 per £. The one-year interest rate is 5.4% in euros and 5.2% in pounds. You can borrow at most €1,000,000 or the equivalent pound amount, i.e., £581,395, at the current spot exchange rate. Required: a. If you are a euro-based investor, how can you realize a guaranteed profit from covered interest arbitrage and the size of arbitrage profit? b. How will the interest rate parity be restored as a result of the above transactions? c. If you are a pound-based investor, what is the covered arbitrage process and the size of the arbitrage profit? Complete this question by entering your answers in the tabs below. Required A Required B Required C If you are a euro-based investor, how can you realize a guaranteed profit from covered interest arbitrage and the size of arbitrage profit? Note: Do not round intermediate calculations. Round off the final answer to nearest whole dollar. Profit from…Assume that interest rate parity holds, and the euro's interest rate is 9% while the U.S. interest rate is 12%. Then the euro's interest rate increases to 11% while the U.S. interest rate remains the same. As a result of the increase in the interest rate on euros, the euro's forward ____ will ____ in order to maintain interest rate parity. A. discount; increase B. discount; decrease C. premium; increase D. premium; decrease