A firm has preferred stock outstanding. This stock has made constant dividend payments of $5.95. This stock has a beta of 1.5, the risk free rate is 4.4% and the market risk premium is 5.3%. Assuming this trend continues indefinetly, what is the intrinsic value of the stock in 10 periods, just after the 10th dividend is paid?
$ 48.18
Working:
Step-1:Calculate Required rate of return | ||||||||||||||
Required rate of return | = | Risk Free Assets + Beta * Risk Premium | ||||||||||||
= | 4.4% | + | 1.5 | *5.3% | ||||||||||
= | 12.35% | |||||||||||||
Step-2:calculate Price of Preferre stock | ||||||||||||||
Price of preferred Stock | = | Annual Dividend / Required rate of return | ||||||||||||
= | $ 5.95 | / | 12.35% | |||||||||||
= | $ 48.18 | |||||||||||||
Since, Preferred stock pays constant dividend, Price of Preferred stock is always same which will be present value of indifinite dividend. | ||||||||||||||
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