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).

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
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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).
Transcribed Image Text: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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