Spot exchange rate (yens per dollar), Et = yen 115/$1
Forward exchange rate (yens per dollar), Et+1 = yen 124/$1
US interest rate, RUS = 10% or 0.10
According to the Interest rate parity condition -
[1 + RJapan]/[1 + RUS] = [Et+1]/Et
[1 + RJapan]/(1 + 0.10) = 124/115
[1 + RJapan]/1.10 = 1.0783
1 + RJapan = 1.0783 * 1.10
1 + RJapan = 1.1861
RJapan = 1.1861 - 1 = 0.1861 or 18.61%
The interest in Japan should be equal to 18.61%.
Given the following data: E. = ¥115 = $1.00 + 1 = ¥124 = $1.00 Rus...
Given the following data: Ex = ¥120 = $1.00 EⓇ 4 = ¥115 = $1.00 Ru.s. = 15% Assuming that Japan is the domestic currency, if the interest parity condition is expected to hold, interest rates in Japan (RJapan) should equal % (Enter your answer as a percentage rounded to two decimal places).
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