Answer:
e. $85.93
Explanation:
[tex]\frac{Maturity}{(1 + rate)^{time} } = PV[/tex]
discount rate 0.08
# Cashflow* Discounted
0 0
1 2.95 2.73
2 3.481 2.98
3 4.10758 3.26
4 4.8469444 3.56
4 99.84705464 73.39
85.92
As we have paid a dividend of 2.50
we calcaulte the subsequent dividends by mutiplying by the grow rate
2.50 x (1 + 18%) = 2.95
2.95 x (1 + 18%) = 3.481
Then, once the grow is stable we solve using the gordon formula:
dividnds / (return - growth)
(4.8469444 x 1.03) / (0.08-0.03) = 99.84705464
Last step we solve for the present value of each one giving a total of 85.92