Assume the following information:
♦ Mexican one-year interest rate = 9 %
♦ U.S. one-year interest rate = 4 %
♦ Peso spot rate = 0.11 $/p
♦ Peso forward rate = 0.08 $/p
If interest rate parity exists, how much money you can make per each unit. For example, if one can make $0.0303 per peso
Solution:
♦ Mexican one-year interest rate = 9 %
♦ U.S. one-year interest rate = 4 %
♦ Peso spot rate = 0.11 $/p
♦ Peso forward rate = 0.08 $/p
As per interest rate parity theory:
(Forward Rate $/p) / (Spot Rate $/p) = (1+Interest rate$) / (1+ Interest rate p)
(Forward Rate $/p) / (0.11 $/p) = (1.04) / (1.09)
Hence, Forward Rate $/p = 0.1049 $/p
Since, Forward rate as per interest parity is 0.1049 $/p but actually in the market is 0.11 $/p.
Hence, we can make 0.0051 $/p (i.e. 0.11 - 0.1049), by selling (short) the forward contract as these are overpriced.
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, how much money you can make per each unit. For example, if one can make $0.0303 per peso
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