Exam 11: Binomial Option Pricing: Selected Topics

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What is the primary potential for error when using the Cox-Ross-Rubenstein binomial tree?

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When either the time period or standard deviation is large,it is possible for eʳʰ > eσh e^{\sigma \sqrt{h}} ,which is not possible for a valid binomial tree.

Consider a one-period binomial model of 6 months.Assume the stock price is $45.00,σ = 0.20,r = 0.06 and the stock's expected return is 12.0%.What is the discount rate for a $45.00 strike European call option (Y)?

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Consider a one-period binomial model of 12 months.Assume the stock price is $54.00,σ = 0.25,r = 0.04 and the exercise price of a call option is $55.What is the forecasted price of the stock given a downward movement during the year?

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Ask the class to prove that option pricing is consistent with standard discounted cash flow calculations.Propose that students form groups and develop two binomial trees for the same set of data.One tree should use real probabilities as defined in chapter 11 and the other as defined in chapter 10.

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Consider a two-period binomial model,where each period is 6 months.Assume the stock price is $75.00,σ = 0.35,and r = 0.05.An American call option with a strike price of $80 would be exercised early at what dividend yield?

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Why is an American call option rarely exercised early,and thus priced similar to European options?

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Consider a two-period binomial model,where each period is 6 months.Assume the stock price is $60.00,σ = 0.30,r = 0.05.An American put option with a strike price of $65 would be exercised early at what dividend yield?

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What economic concept is central to proving that risk neutral pricing functions in the establishing of option prices?

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Using a binomial pricing model,what is the impact on the price of a call option if the company increases the dividend paid to shareholders? The call option price:

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Consider a two-period binomial model,where each period is 6 months.Assume the stock price is $50.00,σ = 0.20,r = 0.06 and the dividend yield = 3.5%.What is the lowest strike price where early exercise would occur with an American put option?

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What is the relationship between dividends and the forecasted stock price in a binomial model?

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In a binomial pricing model,what is the lowest price of an option at any node and why?

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A stock price is $85.00.Assume r = 0.07 and there is no dividend.What is the 6-month forward price?

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Consider a one-period binomial model of 6 months.Assume the stock price is $63.00,σ = 0.28,r = 0.05 and the stock's expected return is 14.0%.What is the true probability of the stock going up?

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Consider a three-period binomial model of 12 months.Assume the stock price is $37.50,σ = 0.20,r = 0.05 and the exercise price of a call option is $35.What is the forecasted price of the stock at the node after two consecutive upward movements of the stock price?

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Consider a one-period binomial model of 12 months.Assume the stock price is $54.00,σ = 0.25,r = 0.04 and the exercise price of a call option is $55.What is the forecasted price of the stock given an upward movement during the year?

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Consider a two-period binomial model,where each period is 6 months.Assume the stock price is $46.00,σ = 0.28,r = 0.06 and the dividend yield is 2.0%.What is the maximum approximate strike price where early exercise would occur with an American call option?

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When developing a binomial tree model where stocks pay discrete dividends,what problem may occur?

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Under what circumstances should an option be exercised early?

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