MGT 201 GDB
Given a risk-free rate of 8 percent and a market risk premium of 9.5 percent, based on the betas given in the following table:
Security | Beta |
A | 0.95 |
B | 1.25 |
1. Calculate required rate of return of each stock?
2. If Ahmed is a risk lover investor, he will prefer to invest in which stock?
3. As against it, Shahzad is a risk averse investor; he will prefer to invest in which stock?
SOLUTION:
REF:
FROM PAGE NO.156 OFFINANCIAL MANAGEMENT BY EUGENE F.BRIGHAM
and also this link at page no 18.FOR INDIVIDUAL RISK
OR ALSO
The relation ship between the required return and risk is called the Security market line.
Sml equation.
Required rate of return on stock= risk-free rate +(markete risk premium)(stock s beta)
OR
ri = r RF+(rm-rRF)(bi) where (rm-rRF)=RPm
ri= required rate of return
rRF= risk-free rate
rm=EXPECTED RATE OF RETURN
RPm= market risk premium
FOR STOCK A PUTTING VALUES IN EQUATION
ri = 8%+9.5% (0.95)
ri =17.025%
and for stock b
Required rate of return on stock= risk-free rate +(markete risk premium)(stock s beta)
Putting the values in equation
ri = 8%+9.5% (1.25)
ri =19.875%
2. If Ahmed is a risk lover investor, he will prefer to invest in which stock?
Note. Stock have a large beta ,hence be risky.
Because MR. AHMED is a risk lover person so he will prefer to invest in stock which have a great return with high risk so he will prefer to invest in stock B.
3. As against it, Shahzad is a risk averse investor; he will prefer to invest in which stock?
A RISK AVERSE PERSON WILL INVEST IN STOCK WHICH HAS A LESS RISKY.SO MR.SHAHZAD WILL INVEST IN STOCK A.BECAUSE ITS BETA IS LOW.
Note. Stock have a large beta ,hence be risky.
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