24. The last dividend paid by Abbot Labs was $1.00. Abbot's growth rate is expected to be a constant 8% for three years, after which the growth rate is expected to be 10%. Investors require a return of 16% on stocks like Abbot. What should the price of Abbot's stock be?
a. |
$15.36 |
|
b. |
$16.36 |
|
c. |
$17.00 |
|
d. |
$17.40 |
|
e. |
$18.40 |
Please add calculations.
Required rate= | 16.00% | ||||||
Year | Previous year dividend | Dividend growth rate | Dividend current year | Horizon value | Total Value | Discount factor | Discounted value |
1 | 1 | 8.00% | 1.08 | 1.08 | 1.16 | 0.931 | |
2 | 1.08 | 8.00% | 1.1664 | 1.1664 | 1.3456 | 0.86683 | |
3 | 1.1664 | 8.00% | 1.259712 | 23.095 | 24.354712 | 1.560896 | 15.60303 |
Long term growth rate (given)= | 10.00% | Value of Stock = | Sum of discounted value = | 17.4 |
Where | |||
Current dividend =Previous year dividend*(1+growth rate)^corresponding year | |||
Total value = Dividend + horizon value (only for last year) | |||
Horizon value = Dividend Current year 3 *(1+long term growth rate)/( Required rate-long term growth rate) | |||
Discount factor=(1+ Required rate)^corresponding period | |||
Discounted value=total value/discount factor |
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