The current bid-offer quote between Australian dollar and the US dollar, AUD/USD, is 0.7201-0.7205, while the quote between British pound and the US dollar, GBP/USD is 1.3479-1.3483. If an Australian firm needs to pay 1 million British pound for its import, how much Australian dollars does it need for the payment? Briefly explain your answer.

The current bid-offer quote between Australian dollar and the US dollar, AUD/USD, is 0.7201-0.7205, while the quote between British pound and the US dollar, GBP/USD is 1.3479-1.3483. If an Australian firm needs to pay 1 million British pound for its import, how much Australian dollars does it need for the payment? Briefly explain your answer.

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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Peter Sheffield has Euros (€) amounting to €500,000 and is provided with the following quotes: Bank A: Euro/US dollar = €0.8418/$ Bank A: British pound /US dollar = £0.7538/S Bank B: British pound/Euro = £0.8863/€ Determine whether an arbitrage opportunity exists. Show your calculation in the space below and briefly explain (in one or two sentences) why the arbitrage opportunity exists or not. For example, show your calculation as follows (The currencies used in the example are not applicable to your calculation. It just provide you with information how you should show your calculation): Yen/ZAR = 11.7654/1.3954 = 8.4316 (Round your answer to 4 decimals) Reason why arbitrage opportunity exists/ does not exist:
Consider this case: Sebrele Enterprises Inc. is a U.S. firm evaluating a project in Australia. You have the following information about the project: The project requires an investment of AU$915,000 today and is expected to generate cash flows of AU$900,000 at the end of each of the next two years. The current exchange rate of the U.S. dollar against the Australian dollar is $0.7823 per Australian dollar (AUS). The one-year forward exchange rate is $0.8102 / AU$, and the two-year forward exchange rate is $0.8412 / AU$. The firm's weighted average cost of capital (WACC) is 9.5%, and the project is of average risk. What is the dollar-denominated net present value (NPV) of this project? $610,602 $726,908 $581,526 $639,679
You have the following spot bid and ask rates between the Australian dollar (AUD), the Danish krone (DKK), and the Japanese yen (JPY): Bid Ask JPY 14.804/DKK JPY 14.952/DKK JPY 72.229/AUD JPY 72.955/AUD DKK 4.5722/AUD DKK 4.6182/AUD Which of the following is the closest to the arbitrage profit that is possible at these rates? a. 4.11% b. 3.70% c. 4.60% d. 4.44% е. 4.85%
Suppose that the one-year interest rate is 5.0 percent in the United States and 3.5 percent in Germany, and that the spot exchange rate is $1.12/€ and the one-year forward exchange rate, is $1.16/€. Assume that al of these rates will be used and a speculator can borrow $1,000,000 or €1,000,000. This is an example whether Uncovered Interest Arbitrage is possible O This is an example of whether Purchasing Power Parity holds This is an example whether fisher effect holds O None of the above This is an example whether Covered Interest Arbitrage is possible
Assume your firm has transferred you to Zurich Switzerland. You work in the triangular arbitrage division. View the following exchange rates. Is an arbitrage opportunity available? If not, explain why an opportunity does not exist. If so, from the Swiss point of view show how to exploit the opportunity. CHF .8976 = $1.00, $.0130 = INR 1.00, INR 92.7904 = CHF 1 Now say instead of working in Zurich, you were employed in Mumbai, India. How does that change your thinking on the arbitrage? PLEASE ANWSER CORRECTLY AND SHOW WORK
The following is information on interest-rates and exchange rates for Australia and the U.K. being quoted by ANZ bank (assume there are no bid-ask spreads, for simplicity). The spot exchange rate for the number of AUD (Australian dollars) per GBP (British pound) is 1.8005. The annualized 6 month interest-rate in Australia (respectively, the U.K.) is 10% (respectively, 8%). Using the formula given in class, what is the 6 month forward exchange rate (consistent with no arbitrage) expressed as the number of AUD per GBP? Assume 6 months is exactly 0.5 years. Give your answer to 4 decimal places (because Canvas only accepts 4 decimal places).

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