A call option on a stock trading at $58 has an exercise price of $47. The call option is _____ Check all that apply A. in the money B. out of the money C. at the money
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A call option on a stock trading at $58 has an exercise price of $47.
The call option is _____
Check all that apply
A. in the money
B. out of the money
C. at the money
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- In 1973, Fischer Black and Myron Scholes developed the Black-Scholes option pricing model (OPM). (1) What assumptions underlie the OPM? (2) Write out the three equations that constitute the model. (3) According to the OPM, what is the value of a call option with the following characteristics? Stock price = 27.00 Strike price = 25.00 Time to expiration = 6 months = 0.5 years Risk-free rate = 6.0% Stock return standard deviation = 0.49Assume a stock is selling for GH¢48.50 with options available at 40, 50, and 60 strike prices.The 50 call option price is at 2.75.a. What is the intrinsic value of the 50 call?b. Is the 50 call in the money?c. Are the 40 and 60 call options in the money?A stock is trading at $46.96 per share, and the 47.5 option is quoted at $5.60 bid and $6.00 ask. The next day the stock is up $2.87 on strong earnings. You see that the option had a theta of -.02 and a delta of .56. Based only on this information, how much extrinsic value should you expect the option's ask price to have? (Answer in dollars per share of option, i.e., 2.87 not 287).
- A stock currently trades at $100. Consider a put and a call option written on this stock with strike price $105. Which of the following statements is most accurate? A.The call option is in-the-money and the put option is out-of-the-money B.The call option is out-of-the-money and the put option is in-the-money C.Both options are in-the-money D.Cannot determine without further informationA non – dividend – paying stock with a current price of $52, the strike price is $50, the risk free interest rate is 12% pa, the volatility is 30% pa, and the time to maturity is 3 months? a) Calculate the price of a call option on this stock b) What is the price of a put option price on this stock? c) Is the put-call parity of these options hold?Assume a stock with an option with the information as follows. • Stock purchased price was $113.• Call option on the stock was purchased at $4. • Call option has strike price at $115.• the stock price is $117on expiration date Please explain the Call Options Payoff Diagrams below, why it plot like this (please explain step by step) . Thank you for your answering
- show this on a diagram please. An investor makes the following three investments: (i) the purchase of a stock for £38(ii) the purchase of a put option for £0.50 with a strike price of £35 and (iii) the sale ofa call option (ie. writing a call option) for £0.50 with a strike price of £40 . What is the maximum profit and loss for this position?Suppose that both a call option and a put option have been written on a stock with an exerciseprice of $40. The current stock price is $42, and the call and put premiums are $3 and $0.75,respectively. Calculate the profit to positions of both the short call and the long put with an expiration day stock price of $43.A call option on a stock has a delta of 0.3. A trader has sold 1,000 options. What position such as buy or sell and many shares should the trader take to hedge the position and why?
- A stock has a spot price of $35. Its May options are about to expire. One of its puts is worth $5 and one of its calls is worth $5. The exercise price of the put must be ___A__ and the exercise price of the call must be ___B__.You use the Black-Scholes-Merton model for a put option on a stock. You calculate N(d1) = 0.60 and N(d2) = 0.56. a) What is the delta of the put option? b) You short 100 put options. How would you hedge your delta exposure using the underlying stock? How many shares would you need to buy or sell?You use the Black-Scholes-Merton model for a put option on a stock. You calculate N(d1) = 0.60 and N(d2) = 0.56. a) What is the delta of the put option? Solution for A = -0.40 b) You short 100 put options. How would you hedge your delta exposure using the underlying stock? How many shares would you need to buy or sell?
