Eric has an option position on Langdon stock that results in a zero dollar payoff when the stock price is equal to or greater than the option strike price. What did he do to obtain this position? Purchased a call option O Wrote a call option O Wrote a put option O Purchased a put option

Eric has an option position on Langdon stock that results in a zero dollar payoff when the stock price is equal to or greater than the option strike price. What did he do to obtain this position? Purchased a call option O Wrote a call option O Wrote a put option O Purchased a put option

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Question

Eric has an option position on Langdon stock that results in a zero dollar payoff when the stock price is
equal to or greater than the option strike price. What did he do to obtain this position?
Purchased a call option
O Wrote a call option
O Wrote a put option
O Purchased a put option

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2. Exercise value and option price The value derived from exercising an option immediately is the exercise value. No rational investor would exercise an option that is out-of-the-money, so the minimum exercise value is zero. The following table provides information regarding options on ABC Corp. stock. Because the stock's price is volatile, investors trade options to either hedge their positions or speculate on price movements. Investors can either buy options or "issue" new options, which is called writing options. The following table presents the data on ABC Corp.'s call options at different stock prices. Based on your understanding of exercise value and option prices, complete the table with a strike price of $24.00: Stock Price ($) 16.00 32.00 40.00 44.00 48.00 Strike Price ($) 24.00 24.00 24.00 24.00 24.00 Exercise Value ($) Market Price of Option ($) 1.56 10.10 0.00 20.00 18.40 22.60 28.00 Time Value ($) 2.10 2.40 4.00 After two weeks, the stock price of ABC Corp. increases to…
Which one of the following statements is true? Multiple Choice O O O O A call with a strike price of $25 and a stock price of $23 has positive intrinsic value. A European style option is more valuable than an American style option. An American style out-of-the-money call option can have a positive value. A $40 put option has more intrinsic value than a $50 put option on the same underlying asset. The time value of an option is equal to the intrinsic value minus the option premium.
Describe what a stock option is. what does it means to buy a "put" or a "call" and what you are expecting the stock to do for each (ie go up or down in price). Discuss when you would make money on a put option and when you would make money on a call option.
According to the put-call parity theorem, the payoffs associated with ownership of a call option can be replicated by buying the underlying stock, borrowing the present value of the exercise price, and buying a put on the same underlying stock and with the same exercise price shorting the underlying stock, lending the present value of the exercise price, and buying a put on the same underlying stock and with the same exercise price shorting the underlying stock, borrowing the present value of the exercise price, and writing a put on the same underlying stock and with the same exercise price buying the underlying stock, borrowing the present value of the exercise price; and writing a put on the same underlying stock and with the same exercise price
Question III: In the following, suppose that neither stock pays a dividend. (a) Suppose you have a call option that permits you to receive one share of Apple by giving up one share of AOL. In what circumstance might you early-exercise this call? (b) Suppose you have a put option that permits you to give up one share of Apple, receiving one share of AOL. In what circumstance might you early-exercise this put? Would there be a loss from not early-exercising if Apple had a zero stock price? (c) Now suppose that Apple is expected to pay a dividend. Which of the above answers will change? Why?
Please answer question 4-c
True/false An option is a financial contract that gives the owner the right to buy or sell some asset at a fixed price on or before a given date. The put-call parity is derived based on the principal of no arbitrage. That is, the put-call parity equation holds only when the market is reasonably good enough so that arbitrage opportunities are not allowed. Today Jim bought a call option and Jill wrote a call option. The options are exactly the same (with the same underlying asset, same exercise price, same expiration date, same in every aspect). When the underlying stock price changes, for every dollar Jim gains, Jill loses a dollar, and vice versa. In reality, stock option contracts are based on the unit of 100 shares and expire on the third Friday of the month. An out of the money option means that if you exercise the option now you will be able to get money out of it.
You hold a portfolio of an asset-or-nothing call and a cash-or-nothing put option written on a stock that does not pay dividends. The strike price of the options is the same. The payout of the cash-or- nothing option if it is exercised equals the strike price. Your portfolio is equivalent to O A plain-vanilla call option. O None of the other answers are correct. O A covered call position, i.e., a long stock + short plain vanilla call. O A plain-vanilla put option. O A protective put position, i.e., a long stock + long put option.
The value derived from exercising an option immediately is the exercise value. No rational investor would exercise an option that is out-of-the-money, so the minimum exercise value is zero. The following table provides information regarding options on ABC Corp. stock. Because the stock’s price is volatile, investors trade options to either hedge their positions or speculate on price movements. Investors can either buy options or “issue” new options, which is called writing options. Based on your understanding of exercise value and option prices, complete the table with a strike price of $30.00: Stock Price ($) Strike Price ($) Exercise Value ($) Market Price of Option ($) Time Value ($) 20.00 30.00 0.00 1.56 40.00 30.00 12.10 2.10 50.00 30.00 22.40 2.40 55.00 30.00 25.00 27.60 60.00 30.00 34.00 4.00 After two weeks, the stock price of ABC Corp. increases to $62.40. Suppose you purchased the shares for $40.00 and then sell…
Please answer question 4-a
Didn't get answer
If a Put with strike X cannot be purchased in the market, what can you do to re-create or Buy a call, buy a stock and short X/(1+r) t-bills Buy a call, buy a stock and buy X/(1+r)' t-bills Buy a call, short a stock and short X/(1+r) t-bills O Short a call, short a stock and buy X/(1+r)' t-bills Buy a call, short a stock and buy X/(1+r)' t-bills Short a call, buy a stock and short X/(1+r)' t-bills Short a call, buy a stock and buy X/(1+r)' t-bills Short a call, short a stock and short X/(1+r)' t-bills

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