Given we have 100,000 EUR in an EU bank account we consider the below options: "A" - to deposit the money today in a special savings account in the local bank at the current interest rate at r = 1% for one year. • "B" - to convert the amount into the USD if today's exchange rate is E, is €1/$1, transfer and deposit the money in a USA bank at the going interest rate there at r* = 5% for one year. Make an agreement today to convert and return a specified amount of US $ to € one year from today based on the forward exchange rate (F ) of €1.25/$1. The forward exchange contract can be signed today to eliminate any uncertainty. Which of the two is better?

Given we have 100,000 EUR in an EU bank account we consider the below options: "A" - to deposit the money today in a special savings account in the local bank at the current interest rate at r = 1% for one year. • "B" - to convert the amount into the USD if today's exchange rate is E, is €1/$1, transfer and deposit the money in a USA bank at the going interest rate there at r* = 5% for one year. Make an agreement today to convert and return a specified amount of US $ to € one year from today based on the forward exchange rate (F ) of €1.25/$1. The forward exchange contract can be signed today to eliminate any uncertainty. Which of the two is better?

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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You go to a bank and are given these quotes: You can buy a euro for 11 pesos. The bank will pay you 10 pesos for a euro. You can buy a U.S. dollar for 0.81 euros. The bank will pay you 0.76 euros for a U.S. dollar. You can buy a U.S. dollar for 10 pesos. The bank will pay you 9 pesos for a U.S. dollar. You have $1,000. Can you use triangular arbitrage to generate a profit? If so, explain the order of the transactions that you would execute. If you cannot earn a profit from triangular arbitrage, explain why. I. Yes, you can generate a profit by converting dollars to euros, and then euros to pesos, and then pesos to dollars. II. Yes, you can generate a profit by converting dollars to pesos, and then pesos to euros, and then euros to dollars. II. No, triangular arbitrage is not possible because the quoted cross exchange rates do not differ from the rates that should exist. -Select- ✔ Compute the profit that you would earn using triangular arbitrage. Enter "0", if you incur a loss. Do not…
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Assume that the one-year interest rate is 3% p.a. in the UK and 2% p.a. in the Euro area. Also, assume that the current spot exchange rate of one pound to the euro is €1.1500/£ and that the corresponding one-year forward exchange rate is €1.1400/£. i) Use calculations to show whether the Interest Rate Parity (IRP) theory holds. ii) A UK investor has £200,000 to invest for one year either in the Euro area or the UK. Using the above information, determine which investment will generate a higher return. iii) Explain whether your results in i) and ii) above provide support to, or contradict, the covered interest rate parity (CIRP) condition.
Suppose the risk free rate in pounds (£) is 5.71% and the risk free rate in US dollars ($) is 7.95%. The current £ to $ exchange rate is 1.48 (so £1 can be exchanged for $1.48 with the money exchanged right now). You and a broker want to agree an exchange rate now for a £ to $ conversion, but where the money will be exchanged in precisely 30 months time. What exchange rate (£ to $) should you and your broker use to ensure there is no arbitrage?
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A French company is considering a project in US. The project will cost $100M. The cash flows are expected to be $30M per year for 5 years. The current spot exchange rate is $1.20/ . The risk-free rate in the US is 1%, and the risk-free rate in Europe is 2%. The dollar required return on the project is 12%. Find the NPV in home currency using home currency approach. Correct answer is $7.1 million Please answer urgently will upvote
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I would appreciate it if this was done in excel please A US bank converts $ 1 million to SF to make an SF loan to a valued customer when the exchange rate was 1.53 SF per USD. The borrower agrees to repay the principal plus 6.25% interest in one year. The borrower repaid SF at loan maturity and when the loan was repaid the exchange rate was 1.63 SF per USD. What was the bank's dollar rate of return?
A US based investor plans to invest $44,400 in Russia, where the interest rate is 6.65%. If the current exchange rate is $1 US buys 55 Rubles and the future expected exchange rate is $1 US buys 51.5 Rubles, then what is the future value of this investment? $50,570.7 $52,225.5 $52,990.0 O $54,040.4
Given: interest rates are 6% in the U.S. and 15% in the U.K. The spot exchange rate for British pounds is 1.27 $/£ and the 1-year forward rate is F1 - yr = 1.19 $/£. You wish to borrow dollars. a. How can you effectively (synthetically) borrow $100,000 for one year without using the U.S. money market? (List each transaction you would make including the amounts of each currency involved. You may use either continuous compounding or discrete compounding as long as you show your calculations.) b. What is the implied interest rate on your synthetic loan? c. Should you borrow directly or synthetically, and why? d. How could an arbitrageur make a risk-free profit?

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