Question

In: Finance

You buy a call option to hedge your position, which is that you owe 125,000 Euro...

You buy a call option to hedge your position, which is that you owe 125,000 Euro to be paid in 180 days. What is the worst thing that could happen to you (meaning what is the worst market movement against you) and, if that should happen, what is your exposure?

Solutions

Expert Solution

If I have Euros payable that would mean that any negative movement that would lead to appreciation in Euro would be increasing my overall payables position but since it is given that I have hedged the position using a call option, so these wild moments in appreciation of Euro Cup be hedged.

When there would not be much appreciation in the value of the Euro and cost of hedging would be total loss for me because there is no adverse movement in Euros, so when there is a stability in the currencies and there is no real wild movements which will be negatively impacting my overall underlying position then the premium paid on call option would be a waste, and hence when there is no real movement in Euro that would be a negative for me because the cost of hedging would be a complete loss and it would not be recoverable so it would have been better not to hedge in scenario when Euro is not expected to appreciate or is expected to remain in a rangebound position.


Related Solutions

Consider the following option contract on the Euro: It is a call option for 125,000 euros,...
Consider the following option contract on the Euro: It is a call option for 125,000 euros, but here the settlement prices are in terms of Swiss franc per one euro (i.e., if exercised, €125,000 will be delivered in exchange for the appropriate number of francs) The strike price is 1.07 franc per euro, and the premium is 0.0060 franc per euro. Suppose a trader writes one of these call option contracts. What would be the trader’s profit or loss if...
Consider the following option contract on the Euro: It is a call option for 125,000 euros,...
Consider the following option contract on the Euro: It is a call option for 125,000 euros, with settlement prices in terms of US dollars per one euro (i.e., if exercised, €125,000 will be delivered in exchange for the appropriate number of dollars) The strike price is 1.2000 dollars per euro, and the premium is 0.0150 dollars per euro. Suppose a trader writes ten of these call option contracts. What would be the trader’s profit or loss if the spot rate...
You buy a call option and you buy a put option on firm DFE. The call...
You buy a call option and you buy a put option on firm DFE. The call option has a strike price of $50 and you pay a premium of $4. The put option also has a strike price of $50 and you pay a premium of $4. Both options expire at the same time in three months from now. 20. You are betting that the stock price of DFE: A) Will remain fairly constant B) Will increase by a large...
Consider the following option contract on the Euro: It is a put option for 125,000 euros,...
Consider the following option contract on the Euro: It is a put option for 125,000 euros, with settlement prices in terms of US dollars per one euro (i.e., if exercised, euros will be exchanged for the appropriate number of dollars) The strike price is 1.2000 dollars per euro, and the premium is 0.0300 dollars per euro. Suppose a trader entered a long position by buying seven of these put option contracts. What would be the trader’s profit or loss if...
Consider the following option contract on the Euro: It is a put option for 125,000 euros,...
Consider the following option contract on the Euro: It is a put option for 125,000 euros, with settlement prices in terms of US dollars per one euro (i.e., if exercised, euros will be exchanged for the appropriate number of dollars) The strike price is 1.2000 dollars per euro, and the premium is 0.0300 dollars per euro. (a) Suppose a trader entered a long position by buying seven of these put option contracts. What would be the trader’s profit or loss...
Currently, I owe euros (short position in euro). Currently, 1 euro = $1. There is a...
Currently, I owe euros (short position in euro). Currently, 1 euro = $1. There is a call option on euro with an exercise price of $1/euro and a premium of $0.02/euro There is also a put option on euro with an exercise price of $1/euro and a premium of $0.03/euro Is there an arbitrage opportunity here? (no risk and all profit) If so, explain. (Hint: think about combining your short position in euro with positions in both the call and...
What actions are required to both delta-hedge and gamma-hedge a written option position? Market makers buy...
What actions are required to both delta-hedge and gamma-hedge a written option position? Market makers buy and sell just like anyone else with different products. Obviously buying low selling high is the goal. This process is selected and done by demand and supply of the instrument or product not by personal interest. One way that market makers in the derivatives market that they can control this risk is by Delta Hedging. The market maker calculates the purchase of the option...
Call Option You have taken a long position in a call option on UBR common stock....
Call Option You have taken a long position in a call option on UBR common stock. The option has an exercise price of $142 and IBM’s stock currently trades at $145. The option premium is $6 per contract. a. What is your net profit on the option if UBR’s stock price increases to $150 at expiration of the option and you exercise the option? b. How much of the option premium you paid is due to intrinsic value and how...
The hedge ratio (delta) of an at-the-money call option on IBM is 0.29. The hedge ratio...
The hedge ratio (delta) of an at-the-money call option on IBM is 0.29. The hedge ratio of an at-the-money put option is −0.42. What is the hedge ratio of an at-the-money straddle position on IBM? (Negative value should be indicated by a minus sign. Round your answer to 2 decimal places.)
You buy a European call option for a stock. The premium paud for this put option...
You buy a European call option for a stock. The premium paud for this put option is $15. The pricd is $200. You are now at the maturity of this option. (a) If the price at maturity is $210, what is the optimal decision? Calculate and explain possible choices. (b) What are the profits/losses for the seller of this option? Explain. (c) What is the breakeven point? Explain.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT