520.83 cents take the amount divide it by 12 then 2.
Answer: As consumers, we have to make decisions because our wants are <em><u>unlimited but our resources are limited</u></em>. Since you have two of the same choices, I am assuming there is a typo and this is the choice that should be there.
Explanation:
As a consumer, there is so much that can be bought but financially most people can't afford everything. When buying an item, it is up the consumer to determine if they can afford the item or go without it. Sometimes, we buy the item even though we can't afford it and then regret the purchase. To satisfy a persons wants, a budget must be in place to be able to save money to purchase items.
Answer:
A) $83
Explanation:
First, find aftertax OCF per year
aftertax OCF = (Operating benefit - depreciation)*(1-tax) +depreciation
Depreciation per year = 10,000/5 = 2,000
Tax = 34%
aftertax OCF per year = (3,000 - 2,000)*(1-0.34) + 2,000
= 660 +2,000
= 2,660
Next, find the PV of the aftertax OCF per year. It is an annuity;
PMT = 2,660
N = 5
I/Y = 10%
FV = 0
then CPT PV = 10,083.493
Subtract the initial cost of the machine to find the Net Present Value (NPV);
NPV = -$10,000 + $10,083.493
NPV = $83.493
Answer:
The correct statement related to the pro forma statements is:
The addition to retained earnings is equal to net income less cash dividends.
Explanation:
When the beginning retained earnings are increased by the addition to retained earnings, it means that the cash dividends have been subtracted from the net income. This addition is the leftover net income after offsetting the dividends. It increases the retained earnings by the end of the financial period.
Answer:
The annual dividend expected to be paid by the stock nine years from today (D9) is $11.27 per share.
Explanation:
Note: See the attached excel file for the calculations of annual dividends expected to be paid the stock for Years 1 to 9.
In the attached excel file, the following formula is used:
Current year dividend = Previous year dividend * (100% + Growth rate)
From the attached excel file, the annual dividend expected to be paid by the stock nine years from today (D9) is $11.27 per share (Note: see the bold red color under the Year's 9 Current Year Dividend).
