For this problem, all options have the same expiration date. Assume 5 % effective interest rate...
9. Derivatives | Three CALL options on a stock have the same expiration date and strike prices of $50, $55, and $60. The market prices are $3, $5, and $8, respectively. Explain how a butterfly spread can be created. Construct a table showing the profit from the strategy. What is the largest profit for this strategy at maturity?
Please explain the answer or steps. Thank you. 21. You write a call option with X S55 and buy a call with X $65. The options are on the same stock and have the same expiration date. One of the calls sells for $3; the other sells for $9. What is the break-even point for this strategy? A) $55 B) $60 CS61 (Ans: Higher the strike, lower the price of the call. Because S55 strike pays over [55 to infinity]...
A put option and a call option on a stock have the same expiration date and the same exercise (or strike price). Both options expire in 6 months. Assume that put-call parity holds and interest rate is positive. If both call and put options have the same price, which of the following is true? A) Put option is in-the-money. B) Call option is in-the-money. C) Both call and put options are in-the-money. D) Both call and put options are out-of-the-money.
Assume the risk-free is zero and the market prices for Apple stock options that expire in 1 year are as follows: Strike Price $350. $450 Call Premium $25. $75 Put Premium $15. $60 a) Specific the components and present cost of a long synthetic one-year forward agreement on Apple stock using only the options with strike price $350 in the table. The position should have a payoff at expiration that is identical to a 1-year forward agreement with a forward price...
financial PROBLEM 2. 14 pointsl European call and put options with exercise price $22.5 and expiration time in six months are trading at $4.12 and $7.42. The price of the underlying stock is $19.32 and the interest rate is 4.15%. Find an arbitrage opportunity, describe the arbitrage strategy, calculate the arbitrage profit. Provide the details. PROBLEM 2. 14 pointsl European call and put options with exercise price $22.5 and expiration time in six months are trading at $4.12 and $7.42....
A European call option has a strike price of $20 and an expiration date in six months. The premium for the call option is $5. The current stock price is $25. The risk-free rate is 2% per annum with continuous compounding. What is the payoff to the portfolio, short selling the stock, lending $19.80 and buying a call option? (Hint: fill in the table below.) Value of ST Payoff ST ≤ 20 ST > 20 How much do you pay...
Consider a call and a put option, both with strike price of $30 and 3 months to expiration. The call trades at $4, the put price is $5, the interest rate is 0, and the price of the underlying stock is $29. a.Suppose the stock does not pay dividends. Is there an arbitrage? If so, write down the sequence of trades and calculate the arbitrage profit you realize in 3 months. If not, explain why not. b.Suppose the stock will...
1. Draw payoff diagrams for the following option trading strategies. Assume all options have the same expiration date. a. Buy a share and write a call on the stock b. Buy a call with exercise price X1 and write a call with an exercise price X2 on the same stock, with X1 < X2. c. Buy a call with exercise price X1, sell two calls with exercise price X2 and buy a call with exercise price X3 with X1 X2...
g) European call with a strike price of $40 costs $7. European put with the same strike price and expiration date costs $6. Assume that you buy two calls and one put (strap strategy). Sketch the graph and write down functions of payoff and profit h) Consider a stock with a price of $50 and there is European put option on that stock with the strike of $55 and premium of $4. Assume that you buy 1/3 of a stock...
Problem 5: You enter into the following trade. Write a put option with a strike price of 30 Write a call option with a strike price of 50 Both the call and put option are written on the same underlying and have the same expiration date. Problem 5: You enter into the following trade. • Write a put option with a strike price of 30 Write a call option with a strike price of 50 • Both...