If spot rate is USD2.5968/OMR and interest rate for USD is 29% per annum. One-year forward exchange rate is USD 2.6008/OMR. If interest rate parity holds and USD is the Home currency, then calculate the interest for OMR? 1.8431% 0.021571% 2.1571% 0.018431%

If spot rate is USD2.5968/OMR and interest rate for USD is 29% per annum. One-year forward exchange rate is USD 2.6008/OMR. If interest rate parity holds and USD is the Home currency, then calculate the interest for OMR? 1.8431% 0.021571% 2.1571% 0.018431%

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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The $/£ spot rate is $1.60/£1. The UK interest rate is 4% and the US interest rate is 9%. Calculate the one year forward rate using the covered interest parity formula. State if the pound is at a forward discount or at a forward premium, and why.
Assume the following information is available for the United States and Europe: Nominal interest rate Expected inflation Spot rate One-year forward rate a. Does IRP hold? IRP -Select- $ U.S. 4% 2% $ in this case. b. According to PPP, what is the expected spot rate of the euro in one year? Do not round intermediate calculations. Round your answer to three decimal places. EUROPE 6% 5% $1.13 $1.10 c. According to the IFE, what is the expected spot rate of the euro in one year? Do not round intermediate calculations. Round your answer to three decimal places. d. Reconcile your answers to parts (a) and (c). Parts a and c combined say that the forward rate premium or discount is [-Select- of the euro. ✓the expected percentage appreciation or depreciation
Suppose that the U.S. interest rate on one year Treasury notes was 4.5%. We will use this as the annual interest rate in the U.S. And suppose that the interest rate on the one-year German Treasury note was 4.1%. The spot rate is 1.0162 EUR/USD.. And the 3-month forward rate is 1.0188 Eur/USD. Is there an opportunity for covered interest arbitrage? If so, what would be the total profit if we borrowed $20 million for 3 months? A. YES- $27,395.21 would be the profit B. YES- $29,385.41 would be the profit C. YES- $31,695.53 would be the profit D. YES- $33,875.42 would be the profit E. NO- there is no opportunity for a profit
Q1-14 Suppose the expected spot rate (after 1 year) for euros (in terms of dollars) is $1.50, the current interest rate on euro deposits is 4.5%, and the current interest rate on dollar deposits is 5.5%. What current spot rate would satisfy the uncovered interest parity (UIP) equation? a. $1.65 b. $1.50 c. $1.25 d. $1.485
Please use this information to answer the question below: A US firm's expected Accounts Receivables in Euro Zone due in 1 year Current Spot Rate (SR) for EUR Annual interest rate in US (Rh) Annual interest rate in Euro Zone (RF) EUR 15,000,000 USD 1.25 5% O USD 17,578,125 OEUR 13,392,857 EUR 18,750,000 USD 16,741,071 12% If the firm uses money market hedge, one year from now, their accounts receivables will fetch them:
Today's spot exchange rate: 1 euro = $1.25.US interest rate (home interest rate) is 7%.EU interest rate (foreign interest rate) is 10%.a) If the IRP (Interest rate parity) holds, what should the forward exchange rate be today?b) Assume that today, you invest $500 in the EU market for one year and at the same time, enter a currency forward contract to sell euro in a year at the forward rate from part a). If today's spot exchange rate is: 1 euro=$1.32 instead of $1.25, show how much profits or losses you make next year.
Suppose the current USD/EUR spot exchange rate is 1.20$/ €. At the same the euro interest rate amount to 10% per year while the dollar interest rate is 0% per year. a. What is the no-arbitrage one-year USD/EUR forward exchange? b. Suppose the one-year USD/EUR forward exchange was 1.25$/ €. How could you make money from this situation? 4
Assume the following information: Spot rate of U.S. dollar Quoted Price AUD1.2500/USD 180-day forward rate of U.S. dollar 180-day Australian interest rate (a periodic rate) 180-day U.S. interest rate (a periodic rate) AUD1.2800/USD 4.75% 3.10% A. What USD-denominated percent rate of return can a US investor earn if they attempt covered interest arbitrage? (to two decimal places like 6.54%) B. What AUD-denominated percent rate of return can an Australian investor earn if they attempt covered interest arbitrage? (to two decimal places like 6.54%) C. Given this information, who has a covered interest arbitrage opportunity? Answer either "Australian investors" or "U.S. investors". D. What changes in the 2 quoted prices above would likely occur to eliminate any further possibilities of covered interest arbitrage? (answer with just or 1) Spot rate of U.S. dollar 180-day forward rate of U.S. dollar
Suppose the current USD/euro exchange rate is 1.2000 dollar per euro. The six-month forward exchange rate is 1.1950. The six-month USD interest rate is 1% per annum continuously compounded. Estimate the six-month euro interest rate.
Suppose that the current EUR/GBP exchange rate is £0.86 per euro. The current 6-month interest rates are: GBP 4%, EUR 6%. There are three 6-month forward contracts available, with the following exchange rates: Contract A B C EUR/GBP 0.86 0.85 0.90 You expect to incur an expense of €50,000 in six months. Can you identify any relevant risk in terms of the EUR/GBP exchange rate? Would you use any of the available forward contracts to hedge against this risk? Explain and provide an example.
) In another case are these quotes: Spot rate €1.2562/£; 1 month forward €1.2662/£. Which of the two currencies is trading at forward premium?
The current USD/EUR exchange rate is [de] dollar per euro. The one-year forward exchange rate is [fe]. The one-year USD interest rate is [rus]% p.a. semiannually compounded. Estimate the one-year EUR interest rate (p.a. semiannually compounded, stated in percent). Inputs: de, fe, rus = 1.85, 1.75, 1.31 Tip: Use the CIP

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