Note:Question has been solved as if bonds were purchased by a person in Canada.If the bond was bought by a person in US answer will change accordingly.
FACE VALUE | PRICE | |
CANADA |
C$1000 |
C$943.3962 |
US | US$1000 | US$961.5384 |
We know current exchange rate,US $1=C $1.33
Current price of US bond in Canadian dollars=1.33×961.5384=C$1278.846
Expected exchange rate US$1=C$1.3
Face value of US bond in C dollars=1.3×1000=C$1300
Therefore return of US bond=((face value-current value)×100)÷current value=((1300-1278.846)×100)/1278.846=1.6541%
Return of the Canadian bond=((1000-943.3962)×100)/943.3962=6%
Therefore Canadian bond has the highest return.
Therefore we will buy the Canadian bond.
Now the actual exchange rate turned out to be US$1=C$1.35.
Since we have chosen the Canadian bond and we need the answer in Canadian dollar being a person from Canada,actual return=expected return
Actual return=expected return=1000-943.3962=C$56.6038=6%
Actual exchange rate,US$1=US$1.35
Actual face value of US bond in C dollars=1.35×1000=$1350
Therefore actual return=(1350-1278.846)×100÷1278.846=5.56%
Therefore actual and expected return of US bond is less than Canadian bond.So in retrospect I made the right decision.
Please note actual return not equal to expected return if bond was bought by a person in US.Since in the question nationality of the person is not mentioned I have taken Canada as default.
Thank you for the question..
B. Consider the following prices for government bonds and foreign exchange in Canada and the United...
B. Consider the following prices for government bonds and foreign exchange in Canada and the United States. Assume that both government securities are one-year bonds, paying the face value of the bond one year from now. The exchange rate, El, stands at US$1.00 = C$1.33. The face values and prices on the two bonds are given by: Face Value P rice Canada C$1000.00 C$943.3962 United States US$1000.00 US$961.5384 1. Compute the nominal interest rate on each of the bonds. 2....
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