The Total profit in all these stock prices can be calculated as below:
Stock Sell Prices ( S) | Stock Buy price (P) | Short call @ 3000 strike price (L) | Short call premium received (C) | Gain/(loss) from stock (G) =S-P | Total Profit = L+C+G |
2400 | 3250 | 0 | 385 | -850 | -465 |
2700 | 3250 | 0 | 385 | -550 | -165 |
3000 | 3250 | 0 | 385 | -250 | 135 |
3300 | 3250 | -300 | 385 | 50 | 135 |
3600 | 3250 | -600 | 385 | 350 | 135 |
Use the information in this table for Q16. Stock Price Call Premium Put Premium Strike Price...
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.)
(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%...
suppose a call option with a strike price of $60 has a premium of $15, while another call on the same underlying stock has a strike price of $65 and a premium of $14. Both options expire at the same time. in this situation, an arbitrager would... a. buy the 65-strike call and sell the 60-strike short b. sell both call options. c. do nothing because arbitrage isn’t possible d. buy the 60 strike call and sell the 65-strike call...
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 current price of a stock is $31.50 per share, and six-month European call options on the stock with a strike price of $32.50 are currently trading at $3.60. An investor, who has $10,000 of capital to invest, believes that the price of the stock will increase by 20% over the next six months. The investor is trying to decide between two strategies - buying shares or buying call options. What return will each strategy produce after six months, if...
Open Buying a Call Stock Option Open Buying a Put Stock Option Number Strike Stock Call Number Strike Stock Put of Contracts Price Price Premium of Contracts Price Price Premium 1 36 35 1.25 1 36 35 1.45 Intrinsic Value Intrinsic Value Time Value Time Value Cost Cost Close Close Number Strike Stock Call Number Strike Stock Put of Contracts Price Price Premium of Contracts Price Price Premium 1 36 40 4.25 1 36 40 0.05 Intrinsic Value Intrinsic Value...
With a covered call strategy, an advantage of selecting a low strike price for the call option is: A. it’s more likely to expire out-the-money than a call with a higher strike price B. it costs less to buy than a call option with a higher strike price C. the cash inflow from the premium is higher than for a call option with a higher strike price D. the maximum profit is greater than for a call option with a...
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...
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...