Assume the risk-free rate is 3% and will remain so for all time. Facebook (FB) currently...
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Assume the risk-free rate is 3% and will remain so for all time. Facebook (FB) currently trades at $120. You purchase a 1-year European $5-strike call options on a short futures contract one share of FB. The futures delivery date is 2.5 years from now and the delivery price is $130. Compute the range of price of FB in one year from now that will make you want to exercise your option.
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Assume the risk-free rate is 3% and will remain so for all time.
Facebook (FB) currently...
(11 Suppose that Facebook stock is currently priced at $170 per share and you have bought...
(11 Suppose that Facebook stock is currently priced at $170 per share and you have bought a put option with the strike price at $150 per share. The option premium is $10. The intrinsic value of your option is A) -$10. B) $0. C) $10. D) $20. One share of General Electric stock is priced at $10 today. Both options below are on General Electric stock and expire in 3 months. Option A Option B Type Call option Put option...
Assume the Black-Scholes framework for options pricing. You are a portfolio manager and already have a...
Assume the Black-Scholes framework for options pricing. You are a portfolio manager and already have a long position in Apple (ticker: AAPL). You want to protect your long position against losses and decide to buy a European put option on AAPL with a strike price of $180.15 and an expiration date of 1-year from today. The continuously compounded risk free interest rate is 8% and the stock pays no dividends. The current stock price for AAPL is $200 and its...
1. (Put-call parity) A stock currently costs So per share. In each time period, the value...
1. (Put-call parity) A stock currently costs So per share. In each time period, the value of the stock will either increase or decrease by u and d respectively, and the risk-free interest rate is r. Let Sn be the price of the stock at t n, for O < n < V, and consider three derivatives which expire at t- N, a call option Vall-(SN-K)+, a put option Vpul-(K-Sy)+, ad a forward contract Fv -SN -K (a) The forward...
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Spot price 50 Strike price 50 Effective annual risk-free rate 1% Continuous Dividend Yield 0 Time to maturity 1 year European Call Option Premium 5.2 u 1.2 d 0.8 (a) Suppose you observe a call price of $5.50. How can you arbitrage? A. Long call, long stock and borrow money. B. Short call, long stock and borrow money. C. Long call, short stock and lend money. D. Short call, short stock and lend money. (b) What is the present value...
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1. (Put-call parity) A stock currently costs So per share. In each time period, the value...
1. (Put-call parity) A stock currently costs So per share. In each time period, the value of the stock will either increase or decrease by u and d respectively, and the risk-free interest rate is r. Let Sn be the price of the stock at t-n, for O < n < N, and consider three derivatives which expire at t - V, a cal option Voll-(SN-K)+, a put option VNut-(X-Sy)+, and a forward option VN(SN contract FN SN N) ,...
Spot price 50 Strike price 50 Effective annual risk-free rate 1% Continuous Div...
Spot price 50 Strike price 50 Effective annual risk-free rate 1% Continuous Dividend Yield 0 Time to maturity 1 year European Call Option Premium 5.2 u 1.2 d 0.8 (a) Suppose you observe a call price of $5.50. How can you arbitrage? A. Long call, long stock and borrow money. B. Short call, long stock and borrow money. C. Long call, short stock and lend money. D. Short call, short stock and lend money. (b) What is the present value...
QUESTION 1 Today you are writing a put option on TSLA stock, which is currently valued at $200 per share. The put optio...
QUESTION 1 Today you are writing a put option on TSLA stock, which is currently valued at $200 per share. The put option has a strike price of $178, 6 months to expiration, and currently trades at a premium of $6.1 per share. If at maturity the stock is trading at $164, what is your net profit on this position? Keep in mind that one option Covers 100 shares. QUESTION 2 Today you go long on 5 December contracts of...
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. 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...
A) The spot price of the British pound is currently $2.00. If the risk-free interest rate...
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(11 Suppose that Facebook stock is currently priced at $170 per share and you have bought a put option with the strike price at $150 per share. The option premium is $10. The intrinsic value of your option is A) -$10. B) $0. C) $10. D) $20. One share of General Electric stock is priced at $10 today. Both options below are on General Electric stock and expire in 3 months. Option A Option B Type Call option Put option...
Assume the Black-Scholes framework for options pricing. You are a portfolio manager and already have a long position in Apple (ticker: AAPL). You want to protect your long position against losses and decide to buy a European put option on AAPL with a strike price of $180.15 and an expiration date of 1-year from today. The continuously compounded risk free interest rate is 8% and the stock pays no dividends. The current stock price for AAPL is $200 and its...
1. (Put-call parity) A stock currently costs So per share. In each time period, the value of the stock will either increase or decrease by u and d respectively, and the risk-free interest rate is r. Let Sn be the price of the stock at t n, for O < n < V, and consider three derivatives which expire at t- N, a call option Vall-(SN-K)+, a put option Vpul-(K-Sy)+, ad a forward contract Fv -SN -K (a) The forward...
Problem1 A stock is currently trading at S $40, during next 6 months stock price will increase to $44 or decrease to $32-6-month risk-free rate is rf-2%. a. [4pts) What positions in stock and T-bills will you put to replicate the pay off of a European call option with K = $38 and maturing in 6 months. b. 1pt What is the value of this European call option? Problem 2 Suppose that stock price will increase 5% and decrease 5%...
1. (Put-call parity) A stock currently costs So per share. In each time period, the value of the stock will either increase or decrease by u and d respectively, and the risk-free interest rate is r. Let Sn be the price of the stock at t-n, for O < n < N, and consider three derivatives which expire at t - V, a cal option Voll-(SN-K)+, a put option VNut-(X-Sy)+, and a forward option VN(SN contract FN SN N) ,...
QUESTION 1 Today you are writing a put option on TSLA stock, which is currently valued at $200 per share. The put option has a strike price of $178, 6 months to expiration, and currently trades at a premium of $6.1 per share. If at maturity the stock is trading at $164, what is your net profit on this position? Keep in mind that one option Covers 100 shares. QUESTION 2 Today you go long on 5 December contracts of...
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