Intrinsic value of put option=MAX(Strike price-Spot price,0)=MAX(85-90,0)=0
Time value=Value of put-Intrinsic value=5.36-0=5 36
how we get 0.00 and 5.36 19. The current stock price is $90. Possible year end...
how
do we get the .91 the put call
how
we get .91
Quetal's stock trades at $68 per share. r = .08.T = 1 year=time to maturity. Both call and put options with different strike prices are available. Some of the option prices are given below. Strike Price Per Share Put Cost Per Share Call Cost T $75 $5.2386 $.2122 $70 $1.6181 $1.4901 $65 $8.9046 8B. Assuming that put call parity holds what should be the price of the...
how we get the answer .91 ?
Quetal's stock trades at $68 per share. r=.08.T = 1 year =time to maturity Both call and put options with different strike prices are available. Some of the option prices are given below. Strike Price Per Share Put Cost Per Share Call Cost T $75 $5.2386 $.2122 1 $70 $1.6481 $1.4901 $8.9046 $65 8B. Assuming that put call parity holds what should be the price of the put option, for a strike price...
Suppose that the current price of BA stock is $200. The annual standard deviation is 10%. the continuously compounded risk-free rate is 4% per year. Assume BA pays no dividends a. Compute a European put option price with the respective intrinsic values of a 2 year with a strike price of $198 using a four=step binomial model (Δt = 0.5). b.. Compute an American put option price with the respective intrinsic values of a 2 year with a strike price...
1a) The current price of a stock is $43, and the continuously compounded risk-free rate is 7.5%. The stock pays a continuous dividend yield of 1%. A European call option with a exercise price of $35 and 9 months until expiration has a current value of $11.08. What is the value of a European put option written on the stock with the same exercise price and expiration date as the call? Answers: a. $5.17 b. $3.08 c. $1.49 d. $2.50...
Eagletron's current stock price is $ $10. Suppose that over the current year, the stock price will either increase by 96% or decrease by 51%. Also, the risk-free rate is 25% (EAR). a. What is the value today of a one-year at-the-money European put option on Eagletron stock? b. What is the value today of a one-year European put option on Eagletron stock with a strike price of $19.60? c. Suppose the put options in parts (a) and (b) could...
Eagletron's current stock price is $ 10. Suppose that over the current year, the stock price will either increase by 98% or decrease by 60%. Also, the risk-free rate is 25% (EAR). a. What is the value today of a one-year at-the-money European put option on Eagletron stock? b. What is the value today of a one-year European put option on Eagletron stock with a strike price of $19.80? c. Suppose the put options in parts (a) and (b) could...
The current price of a stock is $39.99. A one-year call option on the stock with a strike price of $38.83 has a current price of $6.02. The annual risk-free rate is 4%. Assume daily interest compounding. What is the current value of a one-year put option on the stock with the same exercise price?
2. The table below shows the option chain of AT&T Inc. Current stock price is $37. Option Type Strike Price Option Price Intrinsic Value Time Value Moneyness Breakeven Price Gain/Loss Price@$38 Expiry Dates 20- Dec- 2019 Call $30.00 $7.85 Call 17-Jan- 2020 $30.00 $8.60 Call 17-Jan- 2020 $40.00 $0.35 Put 20- Dec- 2019 $30.00 $0.31 Put 17-Jan- 2020 $30.00 $0.78 Put 17-Jan- 2020 $40.00 $6.80 a. Fill in all the missing cells in the table above. (15 marks) b. Based...
Assume that the riskless rate of interest is 4.5% and that the stock price has a volatility of 30%. Given a current stock price of $100 and the fact that the stock does not pay any dividend: a) What is the probability that a European put option on the stock with an exercise price of $90 and a maturity date in one year will be exercised? Hint: You need to compute the probability that the stock price at maturity will...
The current price of a non-dividend-paying stock is $100. Over the next year the stock is expected either to rise to $110 or to fall to $90. An investor buys two put options with a strike price of $105. Which of the following is necessary to delta-hedge the position? A. Buy 0.5 shares of the stock. B. Sell 0.5 shares of the stock. C. Buy 0.25 shares of the stock. D. Sell 0.25 shares of the stock. E. None of...