Consider the following two currencies, the dollar ($) and the
euro (€). Let R$ and R€
represent the interest rates on dollar deposits and euro deposits
respectively and let E$/€
represent the current exchange rate defined in terms of dollars per
euro.
Further, denote the expected exchange rate by Ee$/€
A. Write down the interest rate parity condition for this currency
pair using the above
notations.
B. Underline the term representing the return on dollar
deposits in Part A. Graph and
label this on a diagram with the vertical axis labelled “Exchange
rate (E$/€)”and the
horizontal axis labelled “Rates of returns (in dollar terms)”.
C. Circle the term(s) representing the expected rate of
return on euro deposits expressed
in terms of dollars in Part A. Graph and label this on the
same diagram in Part B.
D. Indicate with “2” on your diagram the point where no one
would be willing to hold
euro deposits and label the corresponding exchange
rate as E2$/€.
Explain why that would be the case using the interest parity condition you have written down in A. What happens to the demand for dollars and euros?
E. Similarly, indicate with “3” on your diagram the
point where no one would be willing
to hold dollar deposits and label the
corresponding exchange rate as E3$/€.
Explain why that would be the case. What happens to the demand for dollars and euros?
F. Label the point on your diagram where the interest
parity condition is satisfied as “1”
and label the exchange rate corresponding to this point as
E1$/€.
Explain how points “2” and “3” are on your diagram would ultimately reach point “1”.
G. You have now graphed and explained the model of exchange rate
determination.
Comparative static analysis can now be applied to this simple
model.
Use the diagrammatic analysis of foreign exchange
equilibrium and explain the effects of a
rise in the interest rate paid on dollar deposits from R1$ to
R2$.
[Hint: Your answer should include an explanation of what happens to
the relative
attractiveness of holding deposits in the two currencies (dollars
and euros) at the original
exchange rate E1$/€ and how the new equilibrium exchange rate E2$/€
is achieved.]
Consider the following two currencies, the dollar ($) and the euro (€). Let R$ and R€...
2. (2) PTS) The euro and the dollar uro Suppose that on January Ist 2017 the euro exchange rate was 1,05 US dollars per e 05), the one year interest rate in the USA was 2% and that in the Euro zone was 3.5%. If the uncovered parity condition holds true, a. What are markets expecting for the exchange rate to happen over the year 2017? When will the interest parity condition not hold true? b. If the exchange rate...
Suppose that the one-year forward dollar price of a euro is $1.06. Further, assume that the spot exchange rate is $1.23 per euro, and that the interest rate on euro deposits is 10 percent. What is the interest rate on dollar deposits that would make interest parity hold? Round to two decimal places. Enter a number like 2% as "2.00" and not "0.02." Note: you may end with a number that doesn't seem "realistic" and that's OK for the purposes...
II. Consider two bonds, one issued in euros () in Germany, and one issued in dollars (S) in the United States. Assume that both government securities are one-year bonds-paying the face value of the bond one year from now. The exchange rate, E, stands at 0.75 euros per dollar. The face values and prices on the two bonds are given by Face Value $10,000 10,000 Pric S9,615.38 9,433.96 United States Germany a. Compute the nominal interest rate on each of...
Suppose the one-year forward $7€ exchange rate is $1.9 per euro and the spot exchange rate is $1.6 per euro. What is the forward premium on euros (the forward discount on dollars)? The forward premium on euros is 18.8 percent. (Give your answer as a percentage with one decimal and do not forget a negative sign, if appropriate.) Given the above information, what is the difference between the interest rate on one-year dollar deposits and that on one-year euro deposits...
1. Suppose the dollar-euro exchange rate, Esle, are as follows: in New York, $1.2 per euro; and in Paris, $1.3 per euro. (10 pts) a. Describe how investors use arbitrage to take advantage of the difference in exchange rates. (5 pts) b. Will this make euros appreciate or depreciate (against dollars) in Paris? Will this make euros appreciate or depreciate (against dollars) in New York? Under what conditions will the equilibrium be restored? Explain. (5 pts)
80. Assume that the euro is expected to appreciate by 4% annually against the U.S. dollar. If a U.S. company can borrow dollars for 9.3%, and is trying to minimize its expected financing cost, what is the highest interest rate it should be willing to pay to borrow euros? a. 8.9% b. 7.2% c. 4.3% d. 5.096% e. None of the above 81. Assume that the euro is expected to depreciate 4% annually against the U.S. dollar. If a U.S....
Your company is considering an investment in the euro area. The expected cash flows in Euros are uncorrelated to the spot exchange rate: Free Cash Flow million euros Year 0 Year 1 Year 2 Year 3 Year 4 -25 12 14 15 15 The project has similar dollar risk to the company’s other projects. The company knows that its overall dollar WACC is 9.5%, so it feels comfortable using this WACC for the project. The risk-free interest rate on dollars...
The current euro exchange rate is 51.10 (dollar price of euro). Assume zero interest rates for both currencies. If you are long 100 contracts of 2-yr forward contracts on euro with a delivery price (K) of $1.10. what will be the current value of your forward position?
2. Suppose a Canadian agent (investor) with C$1.0 million is choosing between bank deposits denominated in either euro or Canadian dollars. Also suppose that the (one-year) interest rate paid on the C$ deposits is 1% (0.01) and on the euro deposit is 2% (0.02), the (one-year) forward C$-EURO exchange rate (FC$/€ ) is 1.60 and the current spot rate (EC$/€ ) is 1.65. Based on this information, answer the following questions. (a) What is the forward spread? Is the...
1. (No-Arbitrage Condition and Interest Parity Condition) Using the concept of no-arbitrage, we can compute a condition that a foreign exchange rate has to satisfy in the short run. Exchange rate is a ratio of the values of two currencies such as dollar and euro. Denote by E the exchange rate of euro in terms of dollar, that is, a dollar value of 1 euro. For example, if E = 1.1 ($/e), then $220 = e ( 220 E )...