Suppose that current stock price is 100 $. Its annualized volatility is 25 % and annualized...
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Suppose that current stock price is 100 $. Its annualized volatility is 25 % and annualized return 10 % i.e. we assume that the stock price follows dXt= 0.1 Xt dt+0.25 Xt dWt. Write the probability density function for the stock in 1 year. What is the mean and standard deviation of the terminal stock price? (standard deviation of price, not of return) Suppose that current stock price is 100 $. Its annualized volatility is 25 % and annualized return 10 % i.e. we assume that the stock price follows dXt= 0.1 Xt dt+0.25 Xt dWt. Write the probability density function for the stock in 1 year. What is the mean and standard deviation of the terminal stock price? (standard deviation of price, not of return)
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From the given information The current stock price is 100 ... View the full answer
Related Book For
Introduction to Derivatives and Risk Management
ISBN: 978-1305104969
10th edition
Authors: Don M. Chance
Posted Date:
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