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2. (a) Tabulate and draw the expiry payoff diagrams for each of the following portfolios (ignoring premium costs) 1. Long one put and two calls,
2. (a) Tabulate and draw the expiry payoff diagrams for each of the following portfolios (ignoring premium costs) 1. Long one put and two calls, all with exercise price K and same expiry date. 2. Long one call with exercise price K and one put with exercise price K2 with same expiry date, for each of: K1 K2, K1 = K2 and Ki > K2. Who might make use of the portfolios and why? [8] (b) In February 2022, the spot price of UK:GLEN is 372p. The price of a September Put option on GLEN with strike 380 is 47.25p and the price of a September Call option is 35.25p. A portfolio manager at National Pensions is concerned about reducing her portfolio risk and wishes to lock in a future value for GLEN shares. She proposes purchasing a Put option and selling a Call option both on GLEN for each share held. Assuming a risk free rate of r=1% explain whether you think that she has a sound financial strategy or not. [5] (c) You are interested in investing in a company called GlobalLife who are in merger talks with another company Eastern Capital. Currently in March 2022, the stock price is So = 65p and you estimate that the talks will reach a conclusion in 3 months. You further believe that the stock will either rise or fall by approximately 15% depending on whether the merger is agreed or not. If a risk free rate r = 5% is available use a one step binary tree to calculate (i) the fair price of a European call option on 10,000 shares with strike price K = 65p and (ii) the fair price of a European put option on 10,000 shares with strike price K = 65p. Would American options be more expensive and why? [7] 2. (a) Tabulate and draw the expiry payoff diagrams for each of the following portfolios (ignoring premium costs) 1. Long one put and two calls, all with exercise price K and same expiry date. 2. Long one call with exercise price K and one put with exercise price K2 with same expiry date, for each of: K1 K2, K1 = K2 and Ki > K2. Who might make use of the portfolios and why? [8] (b) In February 2022, the spot price of UK:GLEN is 372p. The price of a September Put option on GLEN with strike 380 is 47.25p and the price of a September Call option is 35.25p. A portfolio manager at National Pensions is concerned about reducing her portfolio risk and wishes to lock in a future value for GLEN shares. She proposes purchasing a Put option and selling a Call option both on GLEN for each share held. Assuming a risk free rate of r=1% explain whether you think that she has a sound financial strategy or not. [5] (c) You are interested in investing in a company called GlobalLife who are in merger talks with another company Eastern Capital. Currently in March 2022, the stock price is So = 65p and you estimate that the talks will reach a conclusion in 3 months. You further believe that the stock will either rise or fall by approximately 15% depending on whether the merger is agreed or not. If a risk free rate r = 5% is available use a one step binary tree to calculate (i) the fair price of a European call option on 10,000 shares with strike price K = 65p and (ii) the fair price of a European put option on 10,000 shares with strike price K = 65p. Would American options be more expensive and why? [7]
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