If the US firm wants to set up a money market hedge for their GBP payables, today it should borrow O GBP 8,000,000 GBP 5,333,333 O USD 11,111,111 GBP 7,407,407
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- Integrating IRP and IFE Assume the following information is available for the United States and Europe: U.S. EUROPE Nominal interest rate 4% 6% Expected inflation 2% 5% Spot rate — $1.13 One-year forward rate — $1.10 Does IRP hold? According to PPP, what is the expected spot rate of the euro in one year? According to the IFE, what is the expected spot rate of the euro in one year? Reconcile your answers to parts (a) and (c).I $ I E S ($/E) F ($/E) 5% 6% 1.5 1.4985 I $ - annual interest on 1 year US deposit; I E – annual interest on 1 year Euro deposit; S ($/E) – number of dollars per euro, spot F ¼ ($/E) – number of dollars per euro, 1 year forward On the basis of the price criteria: In which deposit would you invest? In which currency would you borrow? How would you arbitrage to make profit? What is the profit from interest arbitrage per 1000 dollars borrowed?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:
- 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€ spot rate = 6-month forward rate = €1.20/£ Euro-zone interest rate = 3% p.a. U.K. interest rate = 2% p.a. What should the 6-month forward rate be if interest rate parity holds?Country Maturities 30 days 90 days 180 days 360 days EUR 3.6 9 JPY 1.2 5.6 7 10 Is the yen at a forward premium or discount at the 180-day maturity? What are the magnitudes of the forward premiums (+) or discount (-) when quoted in percentage per annum? O a. 2.4% Ob.-1.3% O. -0.59% O d.0.97%
- One has the following data regarding spot and 1 year forward for USDCHF Spot 1.2500 F 1.2000 # of CHF to buy 1 USD US interest rate 5.00% Swiss interest rate 3.14% All quotes above are "market"quotes, i.e. one can buy or sell USD, borrow or lend, at the stated rates. A practioner would say that the quote for F seems "out of line", thus there could be an arbitrage opportunity. What would be profit in USD from arbitrage on a notional amount of 100,000,000 USD? 2,031,250 2,437,500 2,949,375 1,950,000Assume the following information: British pound spot British pound 6-month forward Annual interest rate on dollars Annual interest rate on pounds O $1,121,236 O $1,276,605 O $1,621,546 Bid quote O $1,776,993 $1.2883 $1.2892 Deposit rate 0% 0.1% Ask quote $1.2884 $1.2893 With your initial investment of $1 billion, what would be your net profit from a covered interest arbitrage transaction? Loan rate 2.5% 3%Given: ICAD/0.8USD Spot rate 3 month forward rate ICAD/0.79USD 90 Days interest rates Canada 4% USA2 2.5% With USD 2,000,000 borrowed in USA, can CIA (covered interest arbitrage) take place? If so, clearly show the steps.
- 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. dollarAssume 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 depreciationQUESTION 16 Given the folowing spot quotes : EURGBP 0.6850 GBPUSD 1.9920 EURUSD 1.2200 Notation "XYZABC n" means one needs n units of currency ABC to buy one unit of currency XYZ. Do a triangular arbitrage starting with EUR 100,000,000. What is your profit in USD? 19,597,000 USD 14,452,000 USD 8,027,000 USD There is no opportunity for arbitrage
