Suppose 6 months ago a Swiss investor bought a 6-month U.S. Treasury bill at a price of $9,708.74, with a maturity value of $10,000. The exchange rate at that time was 1.420 Swiss francs per dollar. Today, at maturity, the exchange rate is 1.324 Swiss francs per dollar. What is the annualized rate of return to the Swiss investor?
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Bond in foreign currency | ||||||
Purchase price of bond | $9,708.74 | |||||
Exchange rate 1 $ = | 1.42 | Swiss Francs | ||||
So, purchase cost in Swiss Francs | 13786.4108 | Swiss Francs | ||||
(9708.74 * 1.42) | ||||||
Maturity amount | $10,000.00 | |||||
Exchange rate 1$ = | 1.324 | Swiss Francs | ||||
So, Maturity amount in Swiss Francs | Swiss Francs | |||||
(1000* 1.324) = | $13,240.00 | |||||
Time of Holding = | 6 months | |||||
Annualized rate of return = (Maturity amount - Purchase price) / Purchase price * 12/no. of months | ||||||
(in Swiss francs) | (13240 - 13786.4108) / 13786.4108 * 12/6 | |||||
-7.92% | ||||||
So, Annualized rate of return to swiss investor is -7.92% |
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