Final Answer:
Question 4:
1. Exercise put option at the strike price of $1.75.
2. Dollar value of hedged position = £1 million * $1.75 = $1,750,000.
3. This hedges against adverse exchange rate movements when the spot rate at maturity is less than the strike price.
Question 5:
1. Spot rate at maturity is $1.76, no need to exercise put option.
2. Dollar value of hedged position remains £1 million * $1.76 = $1,760,000.
3. The option premium is treated as the cost of the hedging strategy in this scenario.
Step-by-step explanation:
In Question 4, Dayton chooses to hedge its transaction exposure in the options market by purchasing a put option. This financial instrument allows Dayton to sell £1 million at a predetermined exchange rate of $1.75 per pound, offering protection if the spot rate at maturity falls below this level. The calculation involves dividing the transaction amount by the strike price and subtracting the premium. Consequently, the dollar value of the hedged position is $1,758,065. This strategy ensures that Dayton is safeguarded against potential adverse movements in the exchange rate, limiting the downside risk associated with the transaction.
Moving to Question 5, Dayton opts for hedging in the options market again, but this time using a call option. By purchasing a call option with a strike price of $1.75, Dayton has the right to buy £1 million at this predetermined rate, providing protection if the spot rate at maturity exceeds $1.75 per pound. The calculation involves dividing the transaction amount by the spot rate at maturity and subtracting the premium, resulting in a dollar value of $1,761,905.
This approach safeguards Dayton from unfavorable exchange rate movements while allowing for potential gains if the spot rate increases. Both options strategies effectively mitigate the impact of currency risk, providing Dayton with financial stability in its international transactions.