Beta is equal to the slope
The slopes of the lines show how much the return of each stock
moves in response to movement in the return on the market as a
whole. A security's beta is equal to the slope on this type of graph.
There are several different ratings companies that calculate and
publish the beta coefficients for thousands of companies.
If a company with a beta coefficient greater than 1.0 is added to an
average-risk portfolio, the overall risk of the portfolio will increase. On
the other hand, adding a stock with a beta coefficient less than 1.0 will
reduce the overall risk of an average-risk portfolio.
Example
Let's analyze a simple example to organize what we have learned.
Suppose we have the following information for stock X and stock Y.
| - | Standard Deviation | Beta |
| Stock X | 40% | 0.50 |
| Stock Y | 20% | 1.50 |
We know the following about stock X and stock Y:
1) Beta represents systematic risk. Stock X has less systematic risk
than stock Y.
2) Standard deviation represents total risk. Stock X has more total
risk than stock Y.
3) Total risk equals systematic plus unsystematic risk. Stock X
must have more unsystematic risk than stock Y.
4) Investors earn a return on systematic risk. Stock Y will have a
higher expected return and a higher risk premium even though
its total risk is less than the total risk of stock X.
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