Answer:
$51.25
Explanation:
P9 = Next dividend / Required rate r - Growth rate g
P9 = $15 / 14% - 5%
P9 = $15 / 9%
P9 = $166.67
Po = P9 / (1 - Required rate of return)^9
Po = $166.67 / (1 + 0.14)^9
Po = $166.67 / 3.2519
Po = $51.25
So, the current stock price is $51.25.
The adjusted balance in the Accumulated Depreciation account at the end of 2019 is <u>$14,000</u>.
<u>
Explanation</u>:
<em><u>Given</u></em>:
Cost of van= $32,000
Estimated residual value= $3,200
Straight-line Depreciation Rate= 1/8
= 0.125
Straight-line Depreciation Rate= 12.5%
Declining Balance Rate = 2 ×12.5%
= 25%
Double declining balance can be calculated with the following formula:
2 x basic depreciation rate x book value
By applying the values,
The adjusted balance in the Accumulated Depreciation account= $14,000.
Answer:
Profit re-investments, purchase of another company, financial troubles
Explanation:
The first reasons could be that the company wants to reinvest its profit after it pays out dividends on preferred stocks or in other words if it wants to finance its future growth. Another reasons could be that the company has decided to withhold some of its earnings for future acquisitions. Third possible reason could be that the company wants to defer the payments on common stock for some time.
