A U.S. company has entered into an interest rate swap with a dealer in which the notional principal is $50 million. The company will pay a floating rate of LIBOR and receive a fixed rate of 5.75 percent. Interest is paid semiannually, and the current LIBOR is 5.15 percent. Calculate the first payment. Assume that floating-rate payments will be made on the basis of 180/360 and fixed-rate payments will be made on the basis of 180/365. a. $130,308.20, the floating-rate payer will receive b. $130,308.20, the fixed-rate payer will receive c. $50 million, the fixed-rate payer will pay d. $50 million, the floating-rate payer will pay

A U.S. company has entered into an interest rate swap with a dealer in which the notional principal is $50 million. The company will pay a floating rate of LIBOR and receive a fixed rate of 5.75 percent. Interest is paid semiannually, and the current LIBOR is 5.15 percent. Calculate the first payment. Assume that floating-rate payments will be made on the basis of 180/360 and fixed-rate payments will be made on the basis of 180/365. a. $130,308.20, the floating-rate payer will receive b. $130,308.20, the fixed-rate payer will receive c. $50 million, the fixed-rate payer will pay d. $50 million, the floating-rate payer will pay

International Financial Management

14th Edition

ISBN:9780357130698

Author:Madura

Publisher:Madura

Chapter7: International Arbitrage And Interest Rate Parity

Section: Chapter Questions

Problem 11QA

See similar textbooks

Similar questions

The nominal yield on 6-month T-bills is 7%, while default-free Japanese bonds that mature in 6 months have a nominal rate of 5.5%. In the spot exchange market, 1 yen equals $0,009. If interest rate parity holds, what is the 6-month forward exchange rate?
The Bank of US has negotiated a plain vanilla swap with the Bank of EU. Under the agreement, the Bank of US will pay fixed payments of 10 percent to the Bank of EU and receive floating payments equal to (U.S. dollar) LIBOR plus 2 percent from the Bank of EU at the end of each of the next five years. Assume the notional principal is $10 million. At the end of the 1st year, the LIBOR is 9%. Which bank will pay which bank and how much? (show your work)
ATZ (US Company) expects to receive a 19 million euros in 90 days from a Australia customer. The current spot rate is S$1.836 per AUD, and the 90 day forward rate is S$1.638 per AUD. In addition, the annualized three-month AUD and USD interest rate 2.81% and 4.03%, respectively. What is the hedged value of the AUD receivable using the forward contract? How does that compare to a situation when the exchange rate remains unchanged at the spot rate?
Currently, the spot exchange rate is $1.56 per £ and the three-month forward exchange rate is $1.58 per £. The three-month interest rate is 8.0% per annum in the U.S. and 5.8% per annum in the U.K. Assume that you can borrow as much as $1,560,000 or £1,000,000. Required: Determine whether the interest rate parity is currently holding. If the IRP is not holding, how would you carry out covered interest arbitrage? What will be your arbitrage profit? Explain how the IRP will be restored as a result of covered arbitrage activities.
XYZ Corporation, located in the United States, has an accounts payable obligation of ¥750 million payable in one year to a bank in Tokyo. The current spot rate is ¥116/$1.00 and the one year forward rate is ¥109/$1.00. The annual interest rate is 3 percent in Japan and 6 percent in the United States. XYZ can also buy a one-year call option on yen at the strike price of $0.0086 per yen for a premium of 0.012 cent per yen.
Currently, the spot exchange rate is CHF 0.89/$ and the three-month forward exchange rate is CHF 0.86/$. The three-month interest rate is 5.6% per annum in the U.S. and 4.0% per annum in Switzerland. Assume that you can borrow as much as $1,120,000 or CHF 1,000,000. A. Determine whether the interest rate parity is currently holding. B. If the IRP is not holding, how would you carry out covered interest arbitrage? Show all the steps and determine the arbitrage profit. C. Explain how the IRP will be restored as a result of covered arbitrage activities.
New York Co. has agreed to pay 9 million Australian dollars (A$) in two years for equipment that it is importing from Australia. The spot rate of the Australian dollar is $0.60. The annualized U.S. interest rate is 4 percent, regardless of the debt maturity. The annualized Australian dollar interest rate is 11 percent, regardless of the debt maturity. New York plans to hedge its exposure with a forward contract that it will arrange today. Assume that interest rate parity exists. Determine the amount of U.S. dollars that New York Co. will need in two years to make its payment. Enter your answer as a positive value. Round your answer to the nearest dollar
On September 30, 2017, Ericson Company negotiated a two-year, 1,000,000 dudek loan from a foreign bank at an interest rate of 2 percent per year. It makes interest payments annually on September 30 and will repay the principal on September 30, 2019. Ericson prepares U.S.-dollar financial statements and has a December 31 year-end.a. Prepare all journal entries related to this foreign currency borrowing assuming the following exchange rates for 1 dudek:b. Taking the exchange rate effect on the cost of borrowing into consideration, determine the effective interest rate in dollars on the loan in each of the three years 2017, 2018, and 2019.
On November 1, 2019, Flower Company, a U.S. company, entered into a four-month forward contract to sell 50,000 liras on February 1, 2020. The following U.S. dollar per lira exchange rates apply: Date Spot rate Forward Rate (to Feb 1st 2020) November 1, 2019 $0.092 $0.105 December 31, 2019 $0.090 $0.095 February 1, 2020 $0.089 N/A    Flower's incremental borrowing rate is 12 percent. The present value factor for two months at an annual interest rate of 12 percent is .9803. Which of the following is included in Flower's December 31, 2019 balance sheet for the forward contract?
Dune Ltd. is an Irish company which will pay CAN$609,000 to a supplier in Toronto in three months time. The spot rate of exchange today is CAN$1.45 = €1. In three-month forward contracts, the Canadian dollar is at a discount of CAN$0.05 against the €. Dune Ltd. has decided to hedge its foreign currency risk in relation to the CAN$609,000 payment using a three-month forward contract. How much will Dune Ltd. pay in € to purchase the CAN$609,000 under the forward contract? €406,000 €420,000 €435,000 None of the above
A Canadian corporation (ACC) has just entered into a two-year currency swap contract with Big Dealer Bank (BDB). The swap contract requires ACC to make semi-annual payments in Canadian dollars (C$) and receive semi-annual payments in U.S. dollars (US$). The notional amount in Canadian dollars is C$25 million. The accrual period for the swap is 180/360, assuming 360 days per year. The US$/C$ spot exchange rate is 0.77, with the Canadian dollar being the domestic currency for ACC. The term structures of C$ LIBOR and US$ LIBOR are as follows: Days C$ LIBOR (%) US$ LIBOR (%) 180 0.50 0.55 360 0.60 0.65 540 0.65 0.75 720 0.70 0.85 c. Calculate the first semi-annual payments for the swap if the terms of the swap specify that ACC receives fixed rates and pays floating rates. d. What is the value of the currency swap at the time of contract initiation?
A Canadian corporation (ACC) has just entered into a two-year currency swap contract with Big Dealer Bank (BDB). The swap contract requires ACC to make semi-annual payments in Canadian dollars (C$) and receive semi-annual payments in U.S. dollars (US$). The notional amount in Canadian dollars is C$25 million. The accrual period for the swap is 180/360, assuming 360 days per year. The US$/C$ spot exchange rate is 0.77, with the Canadian dollar being the domestic currency for ACC. The term structures of C$ LIBOR and US$ LIBOR are as follows: Days C$ LIBOR (%) US$ LIBOR (%) 180 0.50 0.55 360 0.60 0.65 540 0.65 0.75 720 0.70 0.85 e. Assume 240 days has passed since the initiation of the currency swap contract. The new exchange rate is US$0.85/C$. Assume that, on Day 180, the 180-day C$ and U.S.$ LIBORs remained the same, at 0.5% and 0.55%, respectively. Calculate the value of the swap given the following LIBOR term structures at time 240.…