Exam 20: Understanding Options

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If the stock makes a dividend payment before the expiration date, then the put-call parity relation is

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Figure 4 depicts the Figure 4 depicts the

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For European options, the value of a call minus the value of a put is equal to

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The value of a put option is negatively related to the: I.stock price; II.volatility of the underlying stock price; III.exercise price

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A put option gives the owner the right

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The value of a call option is negatively related to the: I.exercise price; II.risk-free rate; III.time to expiration

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A call option has an exercise price of $150. At the option expiration date, the stock price could be either $100 or $200. Which investment would combine to give the same payoff as the stock?

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Suppose an investor buys one share of stock and a put option on the stock. What will be the value of her investment on the final exercise date if the stock price is below the exercise price? (Ignore transaction costs.)

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Define the term put option.

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A profit diagram implicitly neglects the time value of money.

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From a geometric viewpoint, how is the position diagram for a put option related to the diagram of a call option on the same stock having the same exercise price and maturity?

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It is possible to replicate an investment in a call option by a levered investment in the underlying asset.

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All else equal, the closer an option gets to expiration, the lower the option price.

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Explain the main differences between position diagrams and profit diagrams.

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A European option gives its owner the right to exercise the option at any time before expiration.

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The value of a call option increases as the volatility of the underlying stock price increases.

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All else equal, as the underlying stock price increases:

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The value of a put option at expiration equals the

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The value of any option (both call and put options)is positively related to the I.volatility of the underlying stock price; II.time to expiration; III.risk-free rate;

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Briefly explain how an option holder gains from an increase in the volatility of the underlying stock price.

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