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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Manual Critique Eng/221 August 16‚ 2011 Robert Hodges Manual Critique The Canon iR1210 is an All-in-One office printer designed to make an office more productive. It also has with it a six-page owners manual designed to inform the owner of many features of this printer and how it can make a person’s work around the office more productive by having this printer. This paper will provide critiques of the owner’s manual for the iR1210. The criteria for this critique will be in the following
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MiniCase 2 Blades‚ Inc. Chap 5 1. If Blades uses call options to hedge its yen payables‚ should it use the call option with the exercise price of $0.00756 or the call option with the exercise price of $0.00792? Describe the tradeoff. 2. Should Blades allow its yen position to be unhedged? Describe the tradeoff. Chap 6 1. Did the intervention effort by the Thai government constitute direct or indirect intervention? Explain. 2. Did the intervention by the
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Options & Futures I. Introduction to Derivatives Prof. Domenico Cuoco Term 5‚ 2013 What is a Derivative? Basic Types of Derivatives The Market for Derivatives Outline 1 What is a Derivative? 2 Basic Types of Derivatives 3 The Market for Derivatives Options & Futures‚ Prof. Domenico Cuoco‚ 2013 I. Introduction to Derivatives 2 What is a Derivative? Basic Types of Derivatives The Market for Derivatives What is a Derivative? Derivatives and Contingent
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each? 2. How should one translate the data in this case to structure the valuation of sequel options to tailor it for the Black-Scholes approach‚ to valuing Call options on a Stock with a traded market value process? In particular‚ what numbers should be assigned to: • • • • The “primitive asset value” underlying sequel value (on average)‚ for a “representative” (scale adjusted) film; The exercise price for a sequel option to be executed; The relevant time horizon (maturity) of sequel options; The
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settled at a future date. Role of Financial Derivatives. We can classify financial derivatives based on different parameters. The most common are: 1. Derivatives according to the type of contract involved: a. Options. b. Forwards. c. Contracts for difference. d. SWAPS. 2.
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Practice Questions-“Real Options” Some questions may require you to use financial calculator or Excel. (In the final exam‚ for students without financial calculator‚ writing down the formula will be enough. However‚ those formulas must be correct to get full credit. Therefore‚ it is a good practice to check whether you are correct by using Excel for these practice questions) 1. How are real options different from financial options? 2. Consider the following project data: (1) A
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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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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 1000 shares of SPY and 10 contracts of at-the-money December 2013 put option on SPY (and nothing else
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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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