PPP-IRP-FOREIGN EXCHANGE PROBLEM SET

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Reference no: EM132386340

PPP-IRP-FOREIGN EXCHANGE PROBLEM SET -

Text (Required): Daniels, J. P. and VanHoose, D. D. (2014). Global Economic Issues and Policies, 3rd edition. Routledge. ISBN: 978-0415710190.

Note - For any drawing use: SmoothDraw.

Question 1: The formula for interest parity is:

i_$ - i_fc = (F-E)/E

Or that the interest rate differential between two countries is equal to the foreign exchange premium or discount. We want to explore how this relationship can be used to exploit arbitrage opportunities? Before we explore this question in more detail, please tackle the following problem:

Say i_US = 15%

i_UK = 10%

The current spot rate is $2/L.

What is the implied forward rate? What if the value is different than this?

Question 2: The formula for absolute purchasing power parity sets the domestic price of a good (in $) equal to the spot exchange rate ($/FC) multiplied by the foreign price of a good (in FC). For example, if the exchange rate is $2/L and the foreign price of a t-shirt is L5, then what should the domestic price sell for? What if the value is different than this?

Question 3: Now, ignore the bid ask spread and assume that we can either buy or sell at one price. Also, suppose we are quoted to following exchange rates:

Frankfurt £/SF = 0.2

New York $/SF = 0.40

London $/£ = 1.90

How can astute trades profit from the distorted exchange rates? How much money would you make if you started with $1,900,000?

Verified Expert

he forward rate is $2.10/L as per interest rate parity and if the future sport rate is different from this rate results in either discount or premium regarding the value of US$. The domestic price of a t-shirt is $10 as per purchasing power parity and if there is different domestic price resulting in either lower or higher cost of the same due to inflation. The arbitrage facility provides the opportunity of making money $100,000 due to higher US$ inflows than the US$ outflows.

Reference no: EM132386340

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