Answer | ||||
Forward Market Cover | ||||
Hedge the risk by buying Can$ in 1 and 3 months time will be: | ||||
July - 1010000 X 0.9301 = US $ 939401 | ||||
Sept. - 705000 X 0.9356 = US $ 659598 | ||||
Option Contracts | ||||
July Payment = 1010000/ 50,000 = 20.20 | ||||
September Payment = 705000/ 50,000 = 14.10 | ||||
Company would like to take out 20 contracts for July and 14 contracts for September respectively. Therefore costs, if the options were exercised, will be:- | ||||
july | sept | |||
Can$ | US $ | Can $ | US $ | |
Covered by Contracts | 1000000 | 940000 | 700000 | 665000 |
Balance bought at spot rate | 10000 | 9301 | 5000 | 4678 |
Option Costs: | ||||
Can $ 50000 x 20 x 0.0102 | 10200 | 0 | ||
Can $ 50000 x 14 x 0.0164 | 0 | 11480 | ||
Total cost in US $ of using Option Contract | ||||
Decision: As the firm is stated as risk averse and the money due to be paid is certain, a fixed forward contract, being the cheapest alternative in the both the cases, would be recommended. |
hs fegarding rates An American firm is under obligation to pay interests of Cans 1010000 and...
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