Beta
Factor Characteristics
Beta factor is used to
determine or reflect the systematic risk. Beta factor are used to calculate the
expected return from a market or security by using CAPM
Beta
Factor for Market Portfolio
1)
Beta
Represent Risk
Beta
simply represents risk proportion of holding market portfolio. It means that if
you don’t hold any market securities, then beta factor would be zero.
2)
Zero
Beta for Risk Free
Beta
factor is zero for risk free investment portfolio. If your investment portfolio
comprise of all risk free investment, then there will be zero beta factor.
3)
1
Beta Factor
Beta
factor would be equal to 1, if you hold an investment portfolio and does not
hold any risk free security. Therefore effectively market beta factor range is
from 0 to 1.
4)
Beta
Factor
Beta
factor changes with the proportion of market securities holding. If you hold
70% market security, then your portfolio beta is .7, when you hold 50% market securities,
then your beta factor are 50%.
Beta
Factor for Security
Beta Factor for security is the risk of security in
relation to the market portfolio. Beta factor for security can be classified
into three classes.
1. Higher
than Market
Security
systematic risk may be higher than market; it will be represented by a value
more than one (1).
2. Lower
Than Market
Systematic
risk for a security may be lower than market risk, and it is represented by
less than one value.
3.
Equal
to Market
Systematic
risk for a market may be equal to the market and it is represented by a value
equal to one.
Security
Beta Factor Formula
Security
Beta factor may be represented mathematically as follow
Beta Factor for security=
Systematic Risk of Security
Systematic Risk market
Security Beta
Factor Calculate
1. First Formula
Beta Factor for security= Correlation Coefficient x S.D
(Security Risk)
S.D (Market Risk)
Example
ABC company standard deviation of security
risk 4%, and standard deviation of market is 3%, coefficient of correlation is
.9.
= [.9x 4%]/3%
=1.2 (Beta Factor for security)
2. Second Formula
Beta Factor for Security = Covariance (s,m) .
Variance (market Risk)