Coolibah Holdings is expected to pay dividends of $ 1.20 every six months for the next three years. If the current price of Coolibah stock is $ 22.00, and Coolibah's equity cost of capital is 16%, what price would you expect Coolibah's stock to sell for at the end of three years?
Information provided:
Time= 3 years*2= 6 semi-annual periods
Interest rate= 16%/2= 8% per semi-annual period
Semiannual dividend payment=$1.20
Current price= present value= $22
The question is solved by computing the future value.
The below has to be entered in a financial calculator:
N= 6
I/Y= 8
PMT= 1.20
PV= -22
Press CPT and FV to find the value of the stock after 3 years.
The value obtained is 26.11.
Therefore, the value of the stock after 3 years is $26.11.
In case of any query, kindly comment on the solution.
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