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4. Options Strategies (25 points) For all parts of the problem, suppose the stock price today is So = $100 and suppose that at all

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4. Options Strategies (25 points) For all parts of the problem, suppose the stock price today is So = $100 and suppose that at all horizons the zero rate is r = 0. Part (c) can be done independently of (a) and (b). Consider the following portfolio of three European options: Long one put option with strike price $100. Long one call option with strike price $100. Short one call option with strike price $150. . Each option has a time to expiration of 1 year. (a) (5 points) Draw the payoff graph for this option portfolio. Make sure your x-axis spans $0 to $200 (plot the payoff for ST E [0, 200]). (b) (10 points) Find the price or best price bounds you can for this portfolio. That is, either find the price, or find the best lower and upper bounds for the value of this portfolio that you can using no-arbitrage arguments. Now, suppose you instead considered the following portfolio: Long one share of the stock. Long one call option with strike price $110. Short one put option with strike price $110. Short one call option with strike price $120. Long one put option with strike price $120. All options have a time to expiration of 1 year, and all options are European. 4. Options Strategies (25 points) For all parts of the problem, suppose the stock price today is So = $100 and suppose that at all horizons the zero rate is r = 0. Part (c) can be done independently of (a) and (b). Consider the following portfolio of three European options: Long one put option with strike price $100. Long one call option with strike price $100. Short one call option with strike price $150. . Each option has a time to expiration of 1 year. (a) (5 points) Draw the payoff graph for this option portfolio. Make sure your x-axis spans $0 to $200 (plot the payoff for ST E [0, 200]). (b) (10 points) Find the price or best price bounds you can for this portfolio. That is, either find the price, or find the best lower and upper bounds for the value of this portfolio that you can using no-arbitrage arguments. Now, suppose you instead considered the following portfolio: Long one share of the stock. Long one call option with strike price $110. Short one put option with strike price $110. Short one call option with strike price $120. Long one put option with strike price $120. All options have a time to expiration of 1 year, and all options are European

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