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A company knows it is due to receive a certain amount of a foreign currency in 4 months. What type of option contract is appropriate for hedging?

Short Answer

Expert verified
A put option is appropriate for hedging this risk.

Step by step solution

01

Understanding Options

An option contract is a financial derivative that gives the buyer the right, but not the obligation, to buy or sell an asset at a predetermined price before or at the expiration date. There are two main types of options: call options and put options.
02

Identifying the Need

The company is due to receive a foreign currency in 4 months. It needs to hedge against the risk of the foreign currency depreciating in value against their home currency. The ideal hedging tool would allow the company to sell this future foreign currency at a predetermined rate.
03

Choosing the Correct Option

To protect against the foreign currency losing value, the company should consider a put option. A put option allows them to sell the foreign currency at a predetermined rate if the market rate falls below this strike price at the time of expiration or any time before that.
04

Conclusion

By purchasing a put option, the company can ensure they will not incur a loss if the foreign currency depreciates. This safeguards their revenue by fixing a minimum acceptable rate.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Foreign Currency Hedging
When dealing with international transactions, fluctuations in currency exchange rates can pose a significant risk to businesses. Foreign currency hedging is a strategy used to mitigate these uncertainties. It involves using financial instruments to lock in an exchange rate for a future transaction, thus providing stability and predictability in financial planning.

This strategy is essential in protecting a company's assets against adverse currency movements. For instance, if a company is set to receive payment in a foreign currency months down the line, there's a risk that the currency might weaken against the company’s home currency. Without hedging, the company could receive less revenue than anticipated.
  • Foreign currency hedging helps in managing risk by using instruments like options and forwards.
  • It ensures cash flows remain stable despite currency market volatility.
  • Companies can make informed budgeting and financial planning decisions.
By hedging effectively, companies can concentrate on their core operations without worrying about exchange rate losses.
Put Options
Put options play a crucial role in hedging strategies, particularly when there's a risk of an asset losing value. They provide the buyer the right, but not the obligation, to sell an asset at a predetermined price (strike price) on or before a specified date. These options become valuable in scenarios where the underlying asset's price is expected to drop.

In the context of foreign currency, purchasing a put option allows a company to ensure they can sell a foreign currency at a set rate regardless of how much the currency's actual exchange rate decreases.
  • A put option protects against downside risk by giving the holder the right to sell at the strike price.
  • This guarantees a minimum revenue for the currency, safeguarding against unfavorable drops in exchange rates.
  • It offers flexibility, as the company is not obliged to exercise the option if the market rate is more favorable.
Put options serve as an insurance policy, allowing companies to secure a fixed revenue outcome in unpredictable market conditions.
Financial Derivatives
Financial derivatives are instruments whose value is derived from other underlying financial assets, such as currencies, stocks, or bonds. They are key tools in managing various financial risks and are widely used in trading and hedging strategies.

Derivatives, including options, futures, and forwards, offer vast possibilities in terms of tailoring risk management strategies to fit the needs of businesses.
  • These instruments allow for hedging against price fluctuations, ensuring predictable financial outcomes.
  • Options contracts, a type of derivative, give firms the flexibility to manage risk without obligating them to follow through if market conditions are favorable.
  • Using derivatives, companies can better plan and protect their investments.
Overall, financial derivatives are essential for modern financial risk management, offering companies the means to navigate and mitigate the inherent risks of market volatility.

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Most popular questions from this chapter

The current price of a stock is \(\$ 94\) and 3 -month call options with a strike price of \(\$ 95\) currently sell for \(\$ 4.70 .\) An investor who feels that the price of the stock will increase is trying to decide between buying 100 shares and buying 2,000 call options \((=20\) contracts). Both strategies involve an investment of \(\$ 9,400 .\) What advice would you give? How high does the stock price have to rise for the option strategy to be more profitable?

An investor enters into a short cotton futures contract when the futures price is 50 cents per pound. The contract is for the delivery of 50,000 pounds. How much does the investor gain or lose if the cotton price at the end of the contract is (a) 48.20 cents per pound; and (b) 51.30 cents per pound?

An investor writes a September call option with a strike price of \(\$ 20 .\) It is now May. the stock price is \(\$ 18,\) and the option price is \(\$ 2 .\) Describe the investor's cash flows if the option is held until September and the stock price is \(\$ 25\) at this time.

A stock, when it is first issued, provides funds for a company. Is the same true of a stock option? Discuss.

Suppose that a European put option to sell a share for \(\$ 60\) costs \(\$ 4.00\) and is held until maturity. Under what circumstances will the seller of the option (i.e., the party with the short position) make a profit? Under what circumstances will the option be exercised? Draw a diagram illustrating how the profit from a short position in the option depends on the stock price at maturity of the option.

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