Using Put call parity
S+P=C+Xe^(-rt)
=>S=C+Xe^(-rt)-P
=>S=25+100*e^(-5%*2)-17
=>S=98.4837418
The exercise price of the options is $100 per share, all options are European and the...
The exercise price of the options is $100 per share, all options are European and the stock does not pay any dividend. The call price is $25 per share and the put price is $17 per share. Both options mature in 2 years. Finally, the annual rate of interest is 5% with continuous compounding. What is the stock price today? Note: Please show all work and formulas, dont just post picture of excel.
Assume that a stock price is $120 per share and the stock does not pay any dividend. The options are six-month European options and the exercise price of these options is $120 per share. The call price is $10 per share and the put price is $8 per share. Use the put option, the call option, and the underlying stock to create a portfolio which will let you borrow $120,000 (face amount) for 6 months through the option markets. What...
XYZ stock is trading at $120 per share, and the company will not pay any dividends over the next year. Consider an XYZ European call option and a European put option, both having an exercise price of $124 and both maturing in exactly one year. The simple (annualized) interest rate for borrowing and lending between now and one year from now is 3% for each 6 month period (6.09% per year). Assume that there are no arbitrage opportunities. Is there...
a) XYZ stock is trading at $120 per share, and the company will not pay any dividends over the next year. Consider an XYZ European call option and a European put option, both having an exercise price of $124 and both maturing in exactly one year. The simple (annualized) interest rate for borrowing and lending between now and one year from now is 3% for each 6 month period (6.09% per year). Assume that there are no arbitrage opportunities. Is...
. The spot price per share is $115 and the risk free rate is 5% per annum on a continuously compounded basis. The annual volatility is 20% and the stock does not pay any dividend. All options have a one-year maturity. In answering the questions below use a binomial tree with three steps. Each step should be one-third of a year. Show your work. 1.Using the binomial tree, compute the price at time 0 of a one-year European call option...
XYZ stock has a share price of $125 today. All rates of interest are 5% per year with continuous compounding. Finally, XYZ is scheduled to pay the following dividends per share over the next year: a dividend of $3.0 per share in three months and a dividend of $3.0 per share in six months. Derive today’s forward price of the stock for delivery in nine months.
XYZ stock has a share price of $125 today. All rates of interest are 5% per year with continuous compounding. Finally, XYZ is scheduled to pay the following dividends per share over the next year: a dividend of $3.0 per share in three months and a dividend of $3.0 per share in six months. Derive today’s forward price of the stock for delivery in nine months.
The spot price per share is $115 and the risk free rate is 5% per annum on a continuously compounded basis. The annual volatility is 20% and the stock does not pay any dividend. All options have a one-year maturity. In answering the questions below use a binomial tree with three steps. Each step should be one-third of a year. 1)Using the binomial tree, compute the price at time 0 of a one-year European put option on 100 shares of...
d) ABC stock is trading at $100 per share. The stock price will either go up or go down by 25% in each of the next two years. The annual interest rate compounded continuously is 5%. (i) (ii) Determine the price of a two-year European call option with the strike price X = $110. Determine the price of a two-year European put option with the strike price X = $110. Determine the price of a two-year American put option with...
(15) A certain stock is valued at $18 per share today. Suppose the prices of a European call and a European put on one share of the stock, (each with strike price $10 and each expiring a year from now), are $12 and $6 respectively. What is the implied interest rate? (Hint: Put-Call Parity)
(15) A certain stock is valued at $18 per share today. Suppose the prices of a European call and a European put on one share of...