Exam 4: Option Pricing Models: the Binomial Model

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Over a large number of periods,the up and down parameters move closer to 1.5 and 0.5,respectively.

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The values of u and d are which of the following?

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Determine the value of u for a three period binomial problem when the option's life is one-half a year and the volatility is 0.48.Use the model for u that does not require the risk-free rate.

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In a non-recombining binomial model with n periods,the number of outcomes is 2n.

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A riskless hedge involving stock and puts requires a long position in stock and a short position in puts.

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If a call is underpriced and you buy the call and sell short the stock,it is equivalent to investing money at more than the risk-free rate.

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If the binomial model is extended to multiple periods for a fixed option life,which of the following adjustments must be made?

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In a multiperiod binomial model,an arbitrage profit cannot be earned until the option expires.

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When the hedge ratio is adjusted in the binomial model,the transactions must be done in the option.

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The binomial model will give a higher price for an American call on a stock that pays no dividends than if that call is European.

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When pricing a put with the binomial model,the up and down probabilities are reversed.

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Determine the value of d for a four period binomial model when the option's life is one-fourth of a year and the volatility is 0.64.Use the model for u and d that does not require the risk-free rate.

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In a recombining binomial model with n periods,the number of outcomes is n + 1.

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Which of the following statements about the binomial option pricing model is not always true?

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If there is one period remaining and no possibility of the option expiring in-the-money,the hedge ratio will be zero.

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Consider a binomial world in which the current stock price of 80 can either go up by 10 percent or down by 8 percent.The risk-free rate is 4 percent.Assume a one-period world.Answer questions 12 through 15 about a call with an exercise price of 80. -What would be the call's price if the stock goes up?

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The binomial model for foreign currency options is similar to the binomial model for stock options except the risk-free discount rate is adjusted.

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The up and down factors in the binomial model are analogous to the volatility.

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The binomial probabilities are probabilities if investors were risk neutral.

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If the number of binomial periods is increased and u,d and r are not adjusted,the value of a European call will increase.

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