A stock price is $100. Volatility is estimated to be 20% per year. What is the an estimate of the standard deviation of the change in the stock price in one month?
Standard Deviation =Volatility/(Number of Months)^0.5
=20%/(12^0.5) =5.77% or 5.8%
A stock price is $100. Volatility is estimated to be 20% per year. What is the...
Consider a stock selling for $100, with volatility (standard deviation) of 30% per year. The stock pays no dividends. The risk-free continuously compounded interest rate is 4%. What is the Black-Scholes value of a call option on this stock with strike price 95 and 3-month maturity?
Consider a stock selling for $100, with volatility (standard deviation) of 30% per year. The stock pays no dividends. The risk-free continuously compounded interest rate is 4%. What is the Black-Scholes value of a call option on this stock with strike price 95 and 3-month maturity?
Problem 14.13. Suppose that a stock price has an expected return of 16% per annum and a volatility of 30% per annum. When the stock price at the end of a certain day is $50, calculate the following: (a) The expected stock price at the end of the next day. (b) The standard deviation of the stock price at the end of the next day. (c) The 95% confidence limits for the stock price at the end of the next...
Value of a stock is currently at $40. Volatility of that stock is 30% per year and risk-free interest rate with continuous compounding is at 5% per year. Suppose you are planning to value a 3-month European call option with strike price at $41 using a two-step binomial model. Answer the following using this information. (Binomial Tree Approach to Option Valuation describe how to solve this problem) What are the values of u, d and q?
The current price of a continuous-dividend-paying stock is $100 per share. Its volatility is given to be 0.30 and its dividend yield is 0.03. The continuously-compounded, risk-free interest rate equals 0.06. Consider a $95-strike European put option on the above stock with three months to expiration. Using a one-period forward binomial tree, find the price of this put option. (a) $3.97 (b) $4.38 (c) $4.70 (d) $4.97 (e) None of the above.
The current price of a continuous-dividend-paying stock is $100 per share. Its volatility is given to be 0.30 and its dividend yield is 0.03. The continuously-compounded, risk-free interest rate equals 0.06. Consider a $95-strike European put option on the above stock with three months to expiration. Using a one-period forward binomial tree, find the price of this put option. (a) $3.97 (b) $4.38 (c) $4.70 (d) $4.97 (e) None of the above.
Roslin Robotics stock has a volatility of 30% and a current stock price of $69 per share. Roslin pays no dividends. The risk-free interest is 6%. Determine the Black-Scholes value of a one-year, at-the-money call option on Roslin stock.
Roslin Robotics stock has a volatility of 26% and a current stock price of $56 per share. Roslin pays no dividends. The risk-free interest is 6%. Determine the Black-Scholes value of a one-year, at-the-money call option on Roslin stock.
Roslin Robotics stock has a volatility of 26% and a current stock price of $49 per share. Roslin pays no dividends. The risk-free interest is 5%. Determine the Black-Scholes value of a one-year, at-the-money call option on Roslin stock. The Black-Scholes value of a one-year, at-the-money call option on Roslin stock is $______(Round to the nearest cent.)
Roslin Robotics stock has a volatility of 35% and a current stock price of $63 per share. Roslin pays no dividends. The risk-free interest is 5%. Determine the Black-Scholes value of a one-year, at-the-money call option on Roslin stock. The Black-Scholes value of a one-year, at-the-money call option on Roslin stock is $ . (Round to the nearest cent.)