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Suppose that you own 100 shares of the underlying stock. You would like to use options to protect the returns from your ownership this stock

Suppose that you own 100 shares of the underlying stock. You would like to use options to protect the returns from your ownership this stock for the life of this option.

More specifically, you would like to create an investment portfolio by combining your 100 shares with either long or short positions in the options contracts such that the value of the portfolio will be the same no matter what the realised price of the stock becomes. Assume the price of each call is 0.632 and, the price of each put is 1.50

1. Assuming you use call options to hedge 100 shares, how many call options should you long or short? How much do you pay for these calls?

2. To provide portfolio insurance for these 100 shares, could you use put options? If so, how many and how much would it cost?


Stock Price Evolution: Exercise Price  \( X \) , \[ \begin{array}{l} X=7 \\ \hline \end{array} \]

Calculating Gross \& Net Returns Stock Price Evolution: \[ x=7 \] Net Returns: \( \quad u_{n}=\frac{S_{u}}{S_{0}}-1=\frac{9}{

Example 1a: cont Binomial option pricing model (Risk Neutral Method) p \( ^{*} \) - risk-adjusted probability of an uptick (1

Value call option using risk neutral method Call option evolution: \[ p^{\star}=0.3 \] alculate value \( C_{0} \) using ris  
 
 

Stock Price Evolution: Su So Example 1a: Pricing Call using Binomial option pricing model (Risk Neutral Method) 6 -SD -9 -5 Exercise Price "X" X=7

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