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    Call Option

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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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    Call Option and Price

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    Suppose call and put prices are given by Strike Call premium Put premium 80 22 4 100 9 21 (IJ Find the convexity violations. (1.-) What spread would you use to effect arbitrage? 105 5 24.80 o t: y- (Q I A New York finn is offering a new financial instrument called a "happy calL" It has a payoff function at time T equal to max(.5S‚ S - K)‚ where S is the price of a stock and K is a fixed strike price. You always get something with a happy call. Let P be

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    Call Option and Price

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    Wall Street 2. Journal. The premium on one IBM February 90 call contract is A. $4.1250 B. $418.00 C. $412.50 D. $158.00 E. None of these is correct 3. A put on Sanders stock with a strike price of $35 is priced at $2 per share‚ while a call with a strike price of $35 is priced at $3.50. The maximum per-share loss to the writer of an uncovered put is __________‚ and the maximum per-share gain to the writer of an uncovered call is _________. A. $33; $3.50 B. $33; $31.50 C. $35; $3.50 D. $35;

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    Call Option and Stock

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    $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 share

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    Call Option and Price

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    Question 1: Consider an option on dividend-paying stock when stock price $30‚ the exercise price is $29‚ the risk-free interest rate is 5% p.a.‚ the volatility is 25%p.a. and time to maturity is 4 months. Assume that the stock is due to go ex-dividend in 1.5 months. The expected dividend is 50cents. a. b. c. what is the price of the option if it is a European call? What is the price of the option if it is a European put? Use the results in the Appendix to this chapter to determine whether there

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    standing at 800. Explain how a put option on the S&P 100 with a strike price of 700 can be used to provide portfolio insurance. 2. “Once we know how to value options on a stock paying a dividend yield‚ we know how to value options on stock indices and currencies.” Explain this statement. 3. Explain how corporations can use range-forward contracts to hedge their foreign exchange risk. 4. Calculate the value of a three-month at-the-money European call option on a stock index when the index

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    inherent in the option investment strategies‚ please perform the following analyses for call and put options on Lotus’s common stock that mature in February 1994 and that have an exercise price of $55 per share. a. Compute net profits and losses per share (actual dollar profit and losses‚ not rates of return) at expiration (February 19‚ 1994) for the following investment strategies: Buying a call option on Lotus’s stock; Writing a call option on Lotus’s common stock; Buying a put option on Lotus’s

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    Option Strategies

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    Option Trading Strategies and Their Effectiveness in the Indian Market The project starts with introduction to: * Overview of Derivatives and mainly Options. * The working and mechanics of options and how they help in hedging and trading. * History of Options with respect to Global & Indian Markets. * The advantages of Options The project mainly aims to cover the conceptual and theoretical background of the study including option terminology‚ option payoffs‚ payoff profiles

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    Option and Sequel

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    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 variance rate of the underlying asset values/returns

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    Option and Blades

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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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