e) Assume that you short sold 100 shares of Enbridge stock and wanted to use an option contract to hedge your position. Using the following coordinate graphs provided, Draw the unhedged risk profile on the left coordinate and illustrate how you hedged your position using an option on the right coordinate. Please indicate what type of option (either Call or Put option) you will use to hedge your position. AV AV

e) Assume that you short sold 100 shares of Enbridge stock and wanted to use an option contract to hedge your position. Using the following coordinate graphs provided, Draw the unhedged risk profile on the left coordinate and illustrate how you hedged your position using an option on the right coordinate. Please indicate what type of option (either Call or Put option) you will use to hedge your position. AV AV

EBK CONTEMPORARY FINANCIAL MANAGEMENT

14th Edition

ISBN:9781337514835

Author:MOYER

Publisher:MOYER

Chapter20: Financing With Derivatives

Section20.A: The Black-scholes Option Pricing Model

Problem 2P

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Similar questions

Please answer one of the following questions in detail, providing examples whenever applicable. Discuss the risks and payoffs of the following positions, accompanied by payoff graphs. Buy stock and a put option on the stock. Buy a stock. Buy a call. Buy stock and sell a call option on the stock (covered call). Buy a bond. Buy stock, buy a put, and sell a call. Sell a put (naked put).
Assume a stock with an option with the information as follows. • Stock purchased price was $113.• Call option on the stock was purchased at $4. • Call option has strike price at $115.• the stock price is $117on expiration date Please explain the Call Options Payoff Diagrams below, why it plot like this (please explain step by step) . Thank you for your answering
A trader buys a call option on a share for K2. The stock price is K25 and the strike price is K20. State the circumstances under which the trader will make a profit. State the circumstances under which the option will be exercised. Draw a diagram in support of your answers above, showing the variation of the trader’s profit with the stock price at the maturity of the option.
Finance (a) Consider a portfolio with a Delta of 100, a Gamma of -20, and a Vega of -10. There are two traded options available: Traded options 1 Traded options 2 Delta 0.2 -0.1 Gamma Vega 0.01 0.05 0.5 0.3 What position in the traded option and/or underlying stock would make the portfolio Gamma and Vega neutral? (Required: Show your work step by step)
D3) Finance a) What does the option delta refer to? For a standard European put option, draw the graph of the delta as a function of the price of the underlying asset. b) You have delta hedged a long call position on a stock. The stock price drops. Explain how you would adjust your hedge
Describe the effect of a change in each of the following factorson the value of a call option: (1) stock price, (2) exercise price,(3) option life, (4) risk-free rate, and (5) stock return standarddeviation (i.e., risk of stock).
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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.
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You are given the following information on some company's stock, as well as the risk- free asset. Use it to calculate the price of the call option written on that stock, as well as the price of the put option. (HINT: You should use the Black-Scholes formula!) (Do not round intermediate calculations and round your final answers to 2 decimal places, e.g., 32.16.) Today's stock = $86 price Exercise price = $85 Risk-free rate = Option maturity = 4 months Standard deviation of 5% per year, compounded continuously annual stock returns = 62% per year