Over the past 6 years, Elk County Telephone has paid the dividends shown in the following table,
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. The firm's dividend per share in
20202020
is expected to be
$8.368.36.
a. If you can earn
1111%
on similar-risk investments, what is the most you would be willing to pay per share in
20192019,
just after the
$8.118.11
dividend?
b. If you can earn only
88%
on similar-risk investments, what is the most you would be willing to pay per share?
c. Compare your findings in parts a and b, what is the impact of changing risk on share value?
Year |
Dividend per share |
|
20192019 |
$8.118.11 |
|
20182018 |
$7.887.88 |
|
20172017 |
$7.657.65 |
|
20162016 |
$7.437.43 |
|
20152015 |
$7.217.21 |
|
20142014 |
$7.00 |
Annual average growth rate |
=((last value/First value)^(1/Time between 1st and last value)-1)*100 |
=((8.36/8.11)^(1/1)-1)*100 |
Annual Growth rate% = 3.0 |
a.
As per DDM |
Price = recent dividend* (1 + growth rate )/(cost of equity - growth rate) |
Price= 8.36/ (0.11 - 0.03) |
Price= 104.5 |
b.
As per DDM |
Price = recent dividend* (1 + growth rate )/(cost of equity - growth rate) |
Price= 8.36/ (0.08 - 0.03) |
Price= 167.2 |
c.
As risk for the stock decreases price increases as seen from answers in a. and b.
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