Characteristics of Options r Definitions and Positions: - A Call Option gives its owner for a specified time the right to purchase an underlying good at a specified price (= exercise price or strike price) - A Put Option gives its owner for a specified time the right to sell an underlying good at a specified price (= exercise/strike price) - An American Option permits the owner to exercise (=buy/sell the underlying) at any time before or at expiration. A European Option can be exercised
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following are always positively related to the price of a European call option on a stock? c. The volatility 5. When we talked about Vega hedging‚ if a portfolio has 1000 shares of SPY and 10 contracts of at-the-money December 2013 put option on SPY (and nothing else in the portfolio)‚ is the portfolio vega neutral? c. No‚ the portfolio can never be vega neutral. 6. Which of the following is not true? a. When a CBOE option on IBM is exercised‚ IBM issues more stock 7. Which of the following
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Do you Know? • What is Derivative Market? • What is Hedging? • What is OTC? • What is Exotic Option? Parisian Option Passport option Rainbow option Russian Option Shout Option Spread Option Parisian Option The pay off a standard European option only depends on the price of the underlying asset at the maturity date Passport option A Passport option grants its holder the right to engage in short/long trading strategy of his own choice A passport is a new contingent
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European call option with strike price of K and maturity T and buys a put with the same strike price and maturity. Describe the investor’s position. The payoff to the investor is - max (ST - K ‚ 0) + max(K - ST‚ 0) This is K- ST in all circumstances. The investor’s position is the same as a short position in a forward contract with delivery price K. 8 .4.)Explain why brokers require margins when clients write options but not when they buy options? When an investor buys an option‚ cash must
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Walking Through Some Examples of Futures and Options Contracts – Speculation and Hedging As Dr. Cogley said in class the other day‚ sometimes futures contracts and options are hard to wrap your head around until you see them a few times. So I’ve written up some examples similar to those Dr. Cogley did in lecture‚ with a little more explanation about how we get the results that we do. But before we jump into that‚ we need to revisit our terms. 1. Forward contract: A buyer and a seller agree to a specific
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STOCK OPTIONS - AN EFFECTIVE COMPENSATION METHOD Stock Options have become the greatest form of remuneration for big names in organizations across the United States (Hall‚ 2000). The senior executives‚ who are given this option‚ can buy shares of the company at what Hall (2000) describes as the “exercise price”. They could be given “at the money”‚ “out of the money” or “in the money” price (Hall‚ 2000). Stock Options are helpful in motivating the holders to perform for the benefit of the company
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Many years ago stock options were rarely used as incidental benefits for top executives. Nowadays‚ compensating employee whit stock options has become an increasingly common practice. Before the year 1996‚ only the intrinsic value method was used to record these transactions. This method distorted the issuer’s reported financial condition and results of operations‚ which could lead to inappropriate decisions taken by investors. Followed by the increased use of employee stock options and the surrounding
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Option Valuation Chapter 21 Intrinsic and Time Value intrinsic value of in-the-money options = the payoff that could be obtained from the immediate exercise of the option for a call option: stock price – exercise price for a put option: exercise price – stock price the intrinsic value for out-the-money or at-themoney options is equal to 0 time value of an option = difference between actual call price and intrinsic value as time approaches expiration date‚ time value goes to zero 21-2
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is $50. The stock pays a dividend of $5 in 3 months. A 6-month European put option on the stock has a strike price of $48 and a premium of $4.38. The continuously compounded interest rate is 8%. Calculate the premium for a 6-month European call option on the stock with a strike price of $48. * A 1.02 * B 3.36 * C 3.46 * D 4.38 * E 5.40 2 1. An "exchange call option" gives the owner of the option the right to give up one share of Stock A in exchange for receiving one
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Chapter 15 Quiz 15.1) A portfolio is currently worth $10 million and has a beta of 1.0. An index is currently standing at 800. Explain how a put option with a strike price of 700 can be used to provide portfolio insurance. Index goes down to 700 10*(800/700)= 8.75 million Buying put options= 10‚000‚000/800= 12‚500 If you buy the options at 800‚ the value will be 12‚500 times the index with a strike price of 700 therefore providing protection against a drop in the value of the portfolio below
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