OPTIONS PROBLEMS ROB WISHES TO BUY A EUROPEAN PUT

STUDY NAME OPTIONS ANALYSIS PREPARED BY NAME TITLE JOB
ORGANIZATIONAL STRATEGIC PLANNING SUMMARY THREE OPTIONS OPTION
10 REDUCTION OPTIONS (ORS 291216) ACTIVITY OR PROGRAM DESCRIBE

19 NOVEMBER 2021 RESPONSE TO CONSULTATION AND OPTIONS PAPER
2021 MEMBERSHIP OPTIONS THANK YOU FOR CHOOSING YOU’RE PLAYING
6 CURRENCY FUTURES AND OPTIONS CHAPTER OBJECTIVES 1

Options Problems

Options Problems


Rob wishes to buy a European put option on BioLabs, Inc., a nondividend-paying common stock, with a strike price of $40 and six months until expiration. BioLab’s common stock is currently selling for $30 per share, and Rob expects that the stock price will either rise to $60 or fall to $15 in six months. Rob can borrow and lend at the risk-free EAR of 21 percent.

What should the put option sell for today?

Find out what a call would sell for and use put-call parity to find the price of the put.


Myron Fisher is interested in purchasing a European call option on Meriwether and Associates, Inc., a non-dividend-paying common stock, with a strike price of $50 and one year until expiration. Meriwether’s stock is currently trading at $55 per share, and the annual variance of its continuously compounded returns is 0.0625. Treasury bills that mature in one year yield a continuously compounded interest rate of 10 percent per annum. Use the Black-Scholes model to calculate the price of the call option that Myron is interested in buying.


An investor is said to take a position in a “collar” if she buys the asset, buys an out-of-the-money put option on the asset, and sells an out-of-the money call option on the asset. The two options should have the same time to expiration. Suppose Marie wishes to purchase a collar on Hollywood, Inc., a nondividend-paying common stock, with six months until expiration. She would like the put to have a strike price of $50 and the call to have a strike price of $120. The current price of Hollywood’s stock is $80 per share. Marie can borrow and lend at the continuously compounded risk-free rate of 10 percent per annum, and the annual standard deviation of the stock’s return is 50 percent. Use the Black-Scholes model to calculate the total cost of the collar that Marie is interested in buying. How does this compare with the cost of only buying the stock? Draw the payoff diagram for this collar. What is the lowest value the collar will be worth? What is the highest value? Why do you think they call it a collar?






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