<span>The proactive efforts of company
managers to boost the stock price of the company should, of a necessity, include
such actions as raising the company's dividend each year (ideally by at least
$.05 per share) and repurchasing shares of common stock.</span>
Answer:
$146.932,81
Explanation:
You have to calculate the number of years that you have to keep the bond to mature, the answer is 5 years that is the difference between the two dates, now you have to calculate with the interest compound formula the future value of the bond so you have to use the next formula:
Future value = amount of money *((1+ interest rate)^(n))
Where n correspond to the number of years
Note: The interest rate is 8% but is paid each 6 months, it's a reason why you have to multiply n plus 2.
n= 5* 2
n= 10
FV= 100.000*((1+8%)^(10))
FV = $215.892,50
According with the information the bond will pay $215.892,50
Answer:
A). 17.13 %
Explanation:
Given that,
Annual Dividend for the first year = $.58,
Annual Dividend for the second year = $.66
Annual Dividend for the third year = $.72
Annual Dividend for the fourth year = $.75
The current price per share = $10.08
To find;
The cost of equity = ?
Procedure:
(0.66 - 0.58)/0.58 = 0.137931034
(0.72 - 0.66)/0.66 = 0. 0909090909
(0.75 - 0.72)/0.72 = 0.0416666667
g = (0.137931034 + 0. 0909090909 + 0.0416666667)/3
= 0.0901689305
= {(0.75 * 1.0901689305)/10.08} + 0.0901689305
= 0.17128269
∵ 17.13% is the cost of equity.
Answer:
--Correct Answer = $ 2,000
Explanation:
the step by step Workings can be seen below
Beginning Inventory $512,000
Add: Purchases $53,000
Less: Cost of goods Sold $48,000
Ending Inventory as per perpetual method $517,000
Less: Ending Inventory as per physical count $515,000
Shrinkage amount $2,000
