Chapter 20 (Excel file included) You own a call option on Intuit stock with a strike price of $40. The option will expire in exactly 3 months’ time. a) If the stock is trading at $55 in 3 months‚ what will be the payoff of the call? b) If the stock is trading at $35 in 3 months‚ what will be the payoff of the call? c) Draw a payoff diagram showing the value of the call at expiration as a function of the stock price at expiration. Short call: value at expiration date: a. You owe $15. b. You owe
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simple expiry date (the date in the contract) and the predetermined strike price (the agreed price at which a particular option price can be exercised). There are two types of European option; European call options and European put options. European call options give the owner the right‚ but not the obligation‚ to buy an agreed quantity of underlying securities on a certain time (the expiration date)‚ for a specified price (the strike price). The expiration date is called the day until maturity. The seller
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help you become more familiar with pricing options‚ using a specifically designed piece of software. The pricing of options is a very technical area‚ and most of us do not have the technical expertise to price options from first principals. Therefore in your working lives‚ if you do need to price options‚ then it will most likely be done for you via software. The software we will be using is called ‘DerivaGem’‚ which has been specifically developed for the Hull et al (2014) textbook. You can download
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common stock trade in the market. Which of the following statements is most correct‚ holding other things constant? Answer Correct Answer: The price of these call options is likely to rise if XYZ’s stock price rises. Question 2 Other things held constant‚ the value of an option depends on the stock’s price‚ the risk-free rate‚ and the Correct Answer: All of the above. Question 3 Which of the following statements is CORRECT?
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derive the formula. In this part of the course‚ we will use the replicating strategy argument in continuous time to derive the Black-Scholes partial differential equation. We will use this PDE and the Feynman-Kac equation to demonstrate that the price we obtain from the replicating strategy argument is consistent with martingale pricing. We will also discuss the weaknesses of the Black-Scholes model‚ i.e. geometric Brownian motion‚ and this leads us naturally to the concept of the volatility
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using it only to calculate the difference between the price of the American and the equivalent European options with the same strike and the same time to maturity. 2. Use Solver to find the implied volatilities for all put options with strike prices between $70 and $100 that are divisible by 5 and that are available for a given option chain. Save your implied volatility results in a separate worksheet along with maturity and strike price or add them to the data file. Once you have done this
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1. _____ is the rate of change of delta with respect to the price of the underlying asset. a. Gamma b. Theta c. Rho 2. The short term risk-free rate usually used by derivatives traders is b. The LIBOR rate 3. Duration of a ten-year 6% coupon bond with a face value of $100 is a. Less than 10 years. 4. Which of the 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
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Price discrimination Price discrimination is the practice of charging a different price for the same good or service. There are three of types of price discrimination – first-degree‚ second-degree‚ and third-degree price discrimination. First degree First-degree discrimination‚ alternatively known as perfect price discrimination‚ occurs when a firm charges a different price for every unit consumed. The firm is able to charge the maximum possible price for each unit which enables the firm to
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to the war in Iraq‚ Syria and Ukraine‚ oil prices increased significantly as did the profit earned by many oil companies including PETRONAS. Politicians in Malaysia opposed the government policy to oil price increase by twenty cents and the withdrawal of oil subsidy. As a manager or policy implementer‚ discuss the pros and cons if this policy in the context of the various theories of profit. Introduction The government of Malaysia increased the price of oil by 20 cents and withdrawal of the oil
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PETROL PRICE HIKE!!!!! Today ‚I geetika bajaj would like to throw some light on a very burning issue of 21st century for which I would like to ask u a question about something u do daily? U’l tell me brushing bathing n all dat. But now a new thing that has intruded our daily routine –is The inflating /ballooning Price of Petrol!!!!!! One gets out of the house ‚drives his vehicle and reaches his destination activating his brain cells thinking of any new shortcut to his destination – the reason
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