Question

The country of Daytona, whose currency is the U.S. dollar and the country of Prescott have...

The country of Daytona, whose currency is the U.S. dollar and the country of Prescott have the same real interest rate of 3 percent. The expected inflation over the next year is 6 percent in Daytona versus 21 percent in Prescott. The one-year currency futures contract on Prescott’s currency (called the pres) is priced at $.30 per pres.

What is the spot rate of the pres assuming interest rate parity holds?

Estimate the expected profit or loss if an investor sold a one-year futures contract today on one million Canadian dollars and settled this contract on the settlement date. Information for the contract is as follows:

PPP exists

Canadian inflation next year expected to be 3 percent

United States inflation next year expected to be 8 percent

Spot rate for Canadian dollar is $0.90

One year futures contract for Canadian dollar is priced at $0.87

New York Co. has agreed to pay 10 million Australian dollars (A$) in two years for equipment that it is importing from Australia. The spot rate of the Australian dollar is $.65. The annualized U.S. interest rate is 4 percent regardless of the debt maturity. The annualized Australian dollar interest rate is 12 percent regardless of the debt maturity. New York plans to hedge its exposure with a forward contract that it will arrange today. Assume that interest rate parity exists.

Determine the amount of U.S. dollars that New York Co. will need in 2 years to make its payment.

Homework Answers

Answer #1

(1) Daytona Real Interest Rate = Prescott Real Interest Rate = 3 %

Daytona Inflation Rate = 6 % and Prescott Inflation Rate = 21 %

Daytona Nominal Interest Rate = R(d) = [(1+Real Interest Rate) x (1+Inflation)] - 1 = (1.03) x (1.06) - 1 = 1.0918 - 1 = 0.0918 or 9.18 %

Prescott Nominal Interest Rate = R(p) = [(1+Real Interest Rate) x (1+Inflation)] - 1 = [(1.03) x (1.21)] - 1 = 0.2463 or 24.63 %

Futures Exchange Rate = $ 0.3 / Pres

Let the current exchange rate be $K per Pres

Therefore, as per interest rate parity: K x [1+R(d) / 1+R(p)] = $0.3 / Pres

K = 0.3 x [1.2463/1.0918] = $ 0.342 per Pres

NOTE: Please raise separate queries for solutions to the other unrelated questions.

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