A stock has a standard deviation of 24.4 percent and a covariance with the market of 0.03. The market has a standard deviation of 12.2 percent. What is the beta of this stock?
Beta is the systematic risk of a stock. It measures how the stock would fluctuate in comparison to the market | ||||||
Formula to calculate beta of stock | ||||||
Beta of stock = (Covariance of stock and market return/Variance of market) | ||||||
We have been given standard deviation of market from which we would calculate the variance | ||||||
Variance = (Standard deviation)^2 | ||||||
Variance of market = (0.122^2) | ||||||
Variance of market = 0.014884 | ||||||
Beta of stock = [0.03/0.014884] | ||||||
Beta of stock | 2.02 | |||||
Beta of the stock is 2.02 | ||||||
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