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The profit for a short position in a call option is always negative or zero. (a)True False As the time to expiration becomes longer, an
- The profit for a short position in a call option is always negative or zero. (a)True
- False
- As the time to expiration becomes longer, an American call option always becomes more valuable.
(a)True
- False
- Consider two European put options with the same expiration dates and the same strike prices. The underlying assets of the two options are different. One option is for stock A whose current price is $50 and has the volatility of 30%. The other is for stock B whose current price is $45 and has the volatility of 25%. Both stock A and B will pay no dividends. The price of put A is always higher than the price of put B.
- True (b)False
- The put-call parity holds only when future stock price changes as described in a binomial tree. (a)True
- False
- To find the option price in a binomial tree, we need an assumption regarding the probability of the increase/decrease in the stock price.
(a)True (b)False
- Suppose that risk-averse investors expect the return on a stock to be per annum and the risk-free rate is r per annum. In a binomial tree, if < r, the real probability of an increase in the stock price is lower than the risk-neutral probability of the increase.
(a)True (b)False
- Consider an American put option on a non-dividend paying stock. The option will expire on date T . On date t(< T ), the option payoff from the immediate exercise is always lower than the value that results from not exercising and holding the contract.
(a)True (b)False
- In risk-neutral valuation, we recognize that investors are risk-averse and thus modify the probability of an increase in a stock price from the real probability.
(a)True (b)False
- In the Discounted Cash Flow, the required return on a European option should be higher than the risk-free rate. Otherwise, an arbitrage exists.
(a)True (b)False
- An investor wants to construct a bull spread using put options with the same expiration dates. The investor needs to long the put with strike price K1 and short the put with strike price K2(> K1).
(a)True (b)False
- The profit for a short position in a call option is always negative or zero. (a)True
- False
- As the time to expiration becomes longer, an American call option always becomes more valuable.
(a)True
- False
- Consider two European put options with the same expiration dates and the same strike prices. The underlying assets of the two options are different. One option is for stock A whose current price is $50 and has the volatility of 30%. The other is for stock B whose current price is $45 and has the volatility of 25%. Both stock A and B will pay no dividends. The price of put A is always higher than the price of put B.
- True (b)False
- The put-call parity holds only when future stock price changes as described in a binomial tree. (a)True
- False
- To find the option price in a binomial tree, we need an assumption regarding the probability of the increase/decrease in the stock price.
(a)True (b)False
- Suppose that risk-averse investors expect the return on a stock to be per annum and the risk-free rate is r per annum. In a binomial tree, if < r, the real probability of an increase in the stock price is lower than the risk-neutral probability of the increase.
(a)True (b)False
- Consider an American put option on a non-dividend paying stock. The option will expire on date T . On date t(< T ), the option payoff from the immediate exercise is always lower than the value that results from not exercising and holding the contract.
(a)True (b)False
- In risk-neutral valuation, we recognize that investors are risk-averse and thus modify the probability of an increase in a stock price from the real probability.
(a)True (b)False
- In the Discounted Cash Flow, the required return on a European option should be higher than the risk-free rate. Otherwise, an arbitrage exists.
(a)True (b)False
- An investor wants to construct a bull spread using put options with the same expiration dates. The investor needs to long the put with strike price K1 and short the put with strike price K2(> K1).
(a)True (b)False
- The profit for a short position in a call option is always negative or zero. (a)True
- False
- As the time to expiration becomes longer, an American call option always becomes more valuable.
(a)True
- False
- Consider two European put options with the same expiration dates and the same strike prices. The underlying assets of the two options are different. One option is for stock A whose current price is $50 and has the volatility of 30%. The other is for stock B whose current price is $45 and has the volatility of 25%. Both stock A and B will pay no dividends. The price of put A is always higher than the price of put B.
- True (b)False
- The put-call parity holds only when future stock price changes as described in a binomial tree. (a)True
- False
- To find the option price in a binomial tree, we need an assumption regarding the probability of the increase/decrease in the stock price.
(a)True (b)False
- Suppose that risk-averse investors expect the return on a stock to be per annum and the risk-free rate is r per annum. In a binomial tree, if < r, the real probability of an increase in the stock price is lower than the risk-neutral probability of the increase.
(a)True (b)False
- Consider an American put option on a non-dividend paying stock. The option will expire on date T . On date t(< T ), the option payoff from the immediate exercise is always lower than the value that results from not exercising and holding the contract.
(a)True (b)False
- In risk-neutral valuation, we recognize that investors are risk-averse and thus modify the probability of an increase in a stock price from the real probability.
(a)True (b)False
- In the Discounted Cash Flow, the required return on a European option should be higher than the risk-free rate. Otherwise, an arbitrage exists.
(a)True (b)False
- An investor wants to construct a bull spread using put options with the same expiration dates. The investor needs to long the put with strike price K1 and short the put with strike price K2(> K1).
(a)True (b)False
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