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Company Valuation Under IFRS : Interpreting and Forecasting ...

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Chapter Two – WACC – Forty years on<br />

Exhibit 2.8: Beta as measure of covariance<br />

Beta as covariance<br />

High Beta<br />

Market<br />

Low Beta<br />

Examples of high Beta stocks are those where the company supplies one of the<br />

more volatile components of the overall economy, such as housebuilding, or<br />

those that are very sensitive to asset prices, such as life insurance companies.<br />

Examples of low Beta stocks are utilities, or food retailers. A point to which we<br />

shall return is the fact that the Beta of a share can be increased or decreased by<br />

the company financing itself with more or less debt.<br />

Measuring Betas is normally done by a partial regression of the returns on the<br />

asset over a run of periods against returns on the overall equity market over the<br />

same periods. Exhibit 2.9 shows a plot of returns on a stock versus returns on a<br />

market over a series of periods, often, in practice, monthly returns over three or<br />

five years. The historical Beta of the stock is then estimated using the slope of the<br />

resulting line. There are clearly statistical problems with this. The correlation<br />

coefficients for individual companies are often very poor. And, in any case, the<br />

theory applies to expected Betas, not historical ones. In practice, Betas are<br />

generally calculated in this way, using databases such as those marketed by<br />

Bloomberg or DataStream.<br />

There are two problems with st<strong>and</strong>ard calculations for Beta. The first is that they<br />

are backward looking, whereas it is prospective Betas that should drive discount<br />

rates. The second is that the statistical significance of many of the calculations is<br />

very poor. Finally, there is the usual problem with time-periods. Over what period<br />

should we be measuring Betas?<br />

31

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