Question
31. Problem 1 : Linden Company will receive 200,000 Canadian dollars (C$) in 90 days and is trying to determine whether or not to hedge
31. Problem 1 : Linden Company will receive 200,000 Canadian dollars (C$) in 90 days and is trying to determine whether or not to hedge this position. Linden has developed the following probability distribution for the Canadian dollar:
Possible Value of |
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Canadian Dollar in 90 Days | Probability |
$0.54 $0.55 | 15% 15% |
$ 0.57 | 20% |
$ 0.58 | 25% |
$ 0.59 | 25% |
The 90-day forward rate of the Canadian dollar is $0.575. Call options on the Canadian dollar are available with a premium of $0.02 per unit and an exercise price of $0.56 per Canadian dollar. Put options are available with a premium of $0.01 and an exercise price of $0.57 per Canadian dollar.
Clearly show your work for:
A. Forward hedge: clearly show your work and answer for a forward hedge. Clearly state whether you are buying or selling the currency at the forward rate.
B. Option hedge: clearly state if you are using a call or put to hedge your risk. Fill in the below table. Show any additional work below the table. Cleary state your answer.
Possible Spot Rate | Option Premium per Unit | Exercise | Amount received per Unit | Total amount received | Probability |
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Expected Receivable___________
C. Unhedged strategy: Fill in the below table. Show any additional work below the table. Clearly state the value of the unhedged strategy.
Possible Spot Rate | Receivable in foreign currency | if Firm Remains Unhedged | Probability |
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Expected Receivable________________
D. Clearly state what the best alternative for Charleston Company is and WHY: forward hedge, option hedge or no hedge.
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