The current stock price is 100. The call option premium with a strike price 100 is 8. The effective risk-free interest rate is 2%. The stock pays no dividend. What is the price of a put option with strike price 100? (Both options mature in 3 months.)
The current stock price is 100. The call option premium with a strike price 100 is...
(i) The current stock price is 100. The call option premium with a strike price 100 is 8. The effective risk-free interest rate is 2%. The stock pays no dividend. What is the price of a put option with strike price 100? (Both options mature in 3 months.) (ii) The 3-month forward price is 50. The put option premium with a strike price 52 is 3 and the put option matures in 3 months. The risk-free interest rate is 4%...
A call option has a premium of $0.60, a strike price of $40, and 3 months to expiration. The current stock price is $39.60. The stock will pay a $0.80 dividend two months from now. The risk-free rate is 3 percent. What is the premium on a 3-month put with a strike price of $40? Assume the options are European style.
14. A call option has a premium of $0.60, a strike price of $40, and 3 months to expiration. The current stock price is $39.60. The stock will pay a $0.80 dividend two months from now. The risk-free rate is 3 percent. What is the premium on a 3-month put with a strike price of $40? Assume the options are European style. Page 4
The 3-month forward price is 50. The put option premium with a strike price 52 is 3 and the put option matures in 3 months. The risk-free interest rate is 4% p.a., compounded quarterly. The stock pays no dividend. What is the price of a call option with a strike of 52 and matures in 3 months?
A European call option and put option on a stock both have a strike price of $45 and an expiration date in six months. Both sell for $2. The risk-free interest rate is 5% p.a. The current stock price is $43. There is no dividend expected for the next six months. a) If the stock price in three months is $48, which option is in the money and which one is out of the money? b) As an arbitrageur, can...
A certain Call option and Put option for Walker Industries stock both have an exercise (strike) price of $35.00. The Call premium (price) is $3.21 and the Put premium (price) is $5.32. Assume the stock pays NO dividends, and that the risk-free rate is 4%. Both options expire in 41 days. 1. Using the put/call parity model, calculate the current stock price (S). (Show all work. Highlight in bold your answer.) [4 pts.] 2. Based upon your answer above for...
Problem 12. A European call and put option on a stock both have a strike price of $30 and an expiration date in three months. The price of the call is $3, and the price of the put is $2.25. The risk free interest rate is 10% per annum, the current stock price is $31. Indentify the arbitrage opportunity open to a trader.
The premium on a June 17 British pound call option with a strike price of $1.2560 when the spot rate is $1.2620 is quoted as $0.02. The time value of this option is. The premium on a June 17 British pound call option with a strike price of $1.2750 when the spot rate is $1.2620 is quoted as $0.025. The intrinsic value of this option is. Your firm has an accounts receivable worth C$200,000 due in six months. The firm...
A one-year European call option on Stanley Industries stock with a strike price of $55 is currently trading for $75 per share. The stock pays no dividends. A one-year European put option on the stock with a strike price of $55 is currently trading for $100. If the risk-free interest rate is 10 percent per year, then what is the current price on one share of Stanley stock assuming no arbitrage?
A stock's current price is $72. A call option with 3-month maturity and strike price of $ 68 is trading for 6, while a put with the same strike and expiration is trading for $20. The risk free rate is 2%. How much arbitrage profit can you make by selling the put and purchasing a synthetic put? (Provide your answer rounded to two decimals.) You have purchased a put option for $ 11 three months ago. The option's strike price...