Assume that you believe that purchasing power parity (PPP) holds. You are an Australian investor with 225,000 AUD to invest for the next year. The current exchange rate is AUD/EUR 0.62. The expected inflation in Germany is 1.3%while the expected inflation in Australia is 3.6%. Current interest rates in Germany are 0.5% and in Australia 4.1%. What is your expected yield on a German investment?4.1%5.9%O 0.5%2.8%None of the other options are correct

Based on the purchasing power parity the interest and inflation have impact on exchange rate and…

assume that you believe that purchasing power parity (PPP) holds. You are an Australian investor with 225,000 AUD to invest for the next year. The current exchange rate is AUD/EUR 0.62. The exp while the expected inflation in Australia is 3.6%. Current interest rates in Germany are 0.5% and in Australia 4.1%. What is your expected yield on a German investment? 4.1% 5.9% 0.5% 2.8%

assume that you believe that purchasing power parity (PPP) holds. You are an Australian investor with 225,000 AUD to invest for the next year. The current exchange rate is AUD/EUR 0.62. The exp while the expected inflation in Australia is 3.6%. Current interest rates in Germany are 0.5% and in Australia 4.1%. What is your expected yield on a German investment? 4.1% 5.9% 0.5% 2.8%

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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1.A research institution has just published projected inflation rates for the United States andGermany for the next year. U.S. inflation is expected to be at 10% per year while German inflationis expected to be at 4% per year. If the current exchange rate is $0.95/€, what should be theexchange rate for the next years? 4. Suppose exchange rate for the British pound, Euro, and Australia dollar were $1.400, $1.225, and$0.875, respectively. At the time, the associated 90-day interest rates (annualized) were 12%, 6%,and 4%, while the U.S. 90-day interest rate (annualized) was 8%. What was the 90-day forwardrate on a Dollar Currency portfolio (DCP) (DCP 1 = £1 + €1 + AU$1) if interest parity were tohold?
Suppose one Euro can purchase 1.25 U.S. dollars today in the foreign exchange market, and currency forecasters predict that the Euro will depreciate by 20% against the US dollar over the next 60 days. How many dollars will a Euro buy in 60 days? (Please show work)
Suppose that the spot price of a Canadian dollar is U.S. $0.89 and that the exchange rate has a volatility of 7% per year. Risk-free interest rates are 6% in the U.S. and 4% in Canada. Calculate the price of a 6-month European call option to buy one Canadian dollar for U.S. $0.89. Express your answer in terms of the cumulative normal distribution function, N(x), as in the answers to question 16 in part 1. What is the price of a 6-month option to buy U.S. $0.89 for one Canadian dollar? Please show all your work! Thank you SO much
The nominal exchange rate between the Australian Dollar and the Euro in equilibrium is 0.5(1 AUD buys 0.5 Euros) and both countries' interest rates are currently at 2% per annum. The interest rate in Australia is raised to 4% per annum for 2 years, after which it returns to 2% per annum. calculate the exchange rate at the time when the interest rate is raised? Use a graph to show the exchange rate over time.
Without Using Excel: ABC Company wants to possibly expand its plant in Europe. The current spot exchange rate is for Euro is €0.83. The initial investment is €2.1, with projected cash flows for three years at €950,000. The discount rate is 10%. The risk-free rate in the US is 5 percent and the risk-free rate in Europe is 7 percent. Calculate the NPV of the project into US Dollars, rounding to the nearest cent, format as "XXX,XXX.XX"
Nikul
You are an American investor who can borrow $1,000,000 or the equivalent amount in euros today. Suppose the spot rate is $1.18/€, and the one-year forward rate is $1.15/€. The annual interest rate is 4 percent in the U.S. and 2 percent in Germany. Check if IRP holds. If it does not hold, set up a covered interest arbitrage. What will be your profit from this arbitrage opportunity in dollars?
A U.S. company can borrow 10,000 pounds in Great Britain for 6% interest, paying back 10,600 pounds in one year. Alternatively, the U.S. company can borrow an equivalent amount of U.S dollars in the United States and pay 13% interest. Assuming capital markets are efficient, estimate the expected inflation rate in the United States if inflation in Great Britain is expected to be zero. Select one: a. 7% b. 6.6% C. 6.2% d. 5.4%
Mr liam want to invest Us$700,000 on mexico. interest rate per year inflation rate per year US 1.49% 1.27% Mexico 6.47% 3.38% Nominal Exchange Rates -Spot 19.780 Pesos=US $1-One-year forward 19.790 Pesos=US $1 The future spot exchange rate(St) is 19.650 Pesos=US $1. Calculate the arbitrage portfolio and assess how to construct the arbitrage portfolio based on the calculations.
Suppose the current exchange rate for the Polish zloty is Z3.3. The expected exchange rate in 5 years. The expected exchange rate in 5 years is Z3.56. What is the difference in the annual inflation rates for the United States and Poland over this period? Assume that the anticipated rate is constant for both countries.
An investor based in the US invests $1,200 in Mexico and this generates a future value in one year of $1,344.44, US. If the interest rate in Mexico is 10% and the future expected exchange rate is Et41 = 5.4, this implies that the current exchange rate must be O 5.25 O 5.7 O 4.85 O 5.5
A. Suppose the dollar interest rate and the euro interest rate are the same and equal 2 percent per year. Suppose the expected future $/€ exchange rate is $1.20 per 1 €. Suppose now Euro interest rate decreases to 1 percent per year. Determine how the new equilibrium $/€ exchange rate will change if the US interest rate remains constant. B. Indicate how the change in the Euro interest rate will affect the equilibrium $/€ exchange rate and the expected return on euro assets. Explain the changes on the graph.

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