The nominal interest rate of parity states that, at equilibrium, the forward rate of a foreign currency will not be equal (in %) from the present spot rate by a figure that will equate the interest rate differential (in%) between the home and foreign country.
The condition will not be violated if the nominal interest rates in the domestic and foreign countries were different on two securities that were identical in all aspects because the basic premise of interest rate parity is that hedged returns from investing in different currencies should be the same, regardless of their interest rates.
A currency premium would lead to a modification of the nominal interest rate parity condition because Interest rate parity is the fundamental equation that regulates the connection between interest rates and currency exchange rates.
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Dear sweet candy, please use the panel for submitting new questions.
A one-year Japanese security is currently yielding 5%. Furthermore, it is expected that the exchange rate between the dollar and the yen is changing from 98 yen to the dollar, to 95 yen to the dollar over the next year. To invest in U.S. security rather than Japanese security, you would need a return at least equal to what value?
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