Question

In: Accounting

You are to calculate a put option (European) that has 3 months left to expiration. The...

You are to calculate a put option (European) that has 3 months left to expiration. The underlying stock does NOT pay dividends and both the stock price and exercise price happen to be equal at $50. If the risk free rate is currently 10% per annum, and the volatility is assessed at 30% per annum, what is the change if a dividend of $1.50 is expected to be paid in two months?

Solutions

Expert Solution

You are to calculate a put option (European) that has 3 months left to expiration. The underlying stock does NOT pay dividends and both the stock price and exercise price happen to be equal at $50. If the risk free rate is currently 10% per annum


Related Solutions

-European call and put options with 3 months of expiration exist with strike price $30 on...
-European call and put options with 3 months of expiration exist with strike price $30 on the same underlying stock. The call is priced at $3.5, the put is priced at $1.25, while the underlying is currently selling for $28.5. a) What is the net profit for the buyer of the call if the stock price at expiration is $36? b) What is the net profit for the seller of the call if the stock price at expiration is $38?...
There is a European put option on a stock that expires in two months. The stock...
There is a European put option on a stock that expires in two months. The stock price is $105 and the standard deviation of the stock returns is 55 percent. The option has a strike price of $115 and the risk-free interest rate is an annual percentage rate of 6.5 percent. What is the price of the put option today? Use a two-state model with one-month steps. (Do not round intermediate calculations and round your answer to 2 decimal places,...
There is a European put option on a stock that expires in two months. The stock...
There is a European put option on a stock that expires in two months. The stock price is $69 and the standard deviation of the stock returns is 59 percent. The option has a strike price of $78 and the risk-free interest rate is an annual percentage rate of 5.8 percent. What is the price of the put option today? Use a two-state model with one-month steps.
There is a European put option on a stock that expires in two months. The stock...
There is a European put option on a stock that expires in two months. The stock price is $63 and the standard deviation of the stock returns is 57 percent. The option has a strike price of $73 and the risk-free interest rate is an annual percentage rate of 6.2 percent. What is the price of the put option today? Use a two-state model with one-month steps. (Do not round intermediate calculations and round your answer to 2 decimal places,...
Consider a 1000-strike put option on the S&R index with 6 months to expiration. At the...
Consider a 1000-strike put option on the S&R index with 6 months to expiration. At the time the option is written, the put writer receives the premium of $74.20. Suppose the index in 6 months is $1100. The put buyer will not exercise the put. Thus, the put writer keeps the premium, plus 6 months’ interest, for a payoff of 0 and profit of $75.68. If the index is $900 in 6 months, the put owner will exercise, selling the...
A European call option has 3 months to expiry and a strike price of $32. The...
A European call option has 3 months to expiry and a strike price of $32. The underlying stock has a current price of $28 and volatility (σ) of 0.35 per annum. The riskfree rate of interest is 5% per annum. The Black-Scholes price of this call option is $Answer. The intrinsic value of this option is $Answer. Enter an answer to 2 decimal places. Do not enter the dollar sign ($).
Draw the payoff picture at expiration for a long position in a put option that has...
Draw the payoff picture at expiration for a long position in a put option that has a premium of $3.50 and a strike price of $60.
A call option with an exercise price of $25 and four months to expiration has a...
A call option with an exercise price of $25 and four months to expiration has a price of $2.75. The stock is currently priced at $23.80, and the risk-free rate is 2.5 percent per year, compounded continuously. What is the price of a put option with the same exercise price?
1. Consider an at-the-money European put option with a strike price of $30 and 6 months...
1. Consider an at-the-money European put option with a strike price of $30 and 6 months until expiration.The underlying stock does not pay dividends and has a historical volatility of 35%. The risk-free rate is 3%. a. (5 points) What is the options delta? b. (5 points) What is the value of the option? c. (5 points) If the stock price immediately changed to $24, what would be the estimated price of the option, using the delta approximation? d .(5...
Consider the situation where the “Zeus” stock price 3 months from the expiration of an option...
Consider the situation where the “Zeus” stock price 3 months from the expiration of an option is $32, the exercise price of the option is $30, the risk-free rate is 6% per annum, and the volatility is 25% per annum. a. Calculate the price of the European Call and European Put respectively. b. If the quoted price of the call is $2.75, can you argue that the call is undervalued? c. If the quoted price of the put is $1.98,...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT