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Beta Relative calculation: Examples

To illustrate, we can look at some hypothetical examples of extreme situations.

  1. The share price does not change, giving a beta relative of zero.

  2. The Index does not change, giving a Beta relative of infinity.

  3. The share price moves by exactly the same percentage as the Index, and consistently in the same direction, i.e. the share price is exactly as volatile as the market index. This gives a beta relative of 1.00.

  4. The share price moves by exactly the same percentage as the Index, but consistently in the opposite direction, i.e. the share price is exactly inversely volatile against the Index. This gives a beta relative of -1.00.

  5. The share price is 1.5 times more volatile than the market index, i.e. the price moves consistently in the same direction as the market index, but on average moves 50% further. This gives a beta relative of 1.50.

  6. The share price is 0.75 times as volatile as the market index, i.e. the price consistently moves in the same direction as the market index, but on average moves 25% less. This gives a beta relative of 0.75

The examples above feature prices which behave consistently relative to the Index, but not always in the same direction. In real-life, the average effect over time can be similar, and it is this overall picture which the beta relative serves to measure.



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