The answer to the question above is $38,125.19 which is the future value of $11,600 invested for 17 years at 7.25 percent compounded annually. This problem can be solved by using the future value formula which stated as FV = PV*(1+i)^n. In this formula, FV is the future value, PV is the present value, i is the interest rate, and n is the compounding period (Calculation: 38,125.19 = 11,600*(1+7.25%)^17)<span>.</span>
Your answer is A. Paul is correct because the government always withholds money for taxes due from all incomes.
Foods of generic brand are most likely to be more affordable than the same category of food which bear some brand names. It is therefore just right that these foods be marketed in financially challenged areas. In that way people will have options to buy more affordable products.
Also, this can be marketed to establishments whose business are directed towards repackaging of goods.
Answer:
c. $20210
Explanation:
The formula for COGS is as follows;
COGS= cost of opening inventory + purchases - cost of closing inventory.
Lets first calculate total production cost of 7550 units.
Total production cost= material cost + labor cost + production overheads.
(Important: selling and administrative expenses are not part of cost of goods sold).
TPC= $11065 + $11200 + $10200
TPC= $32465
Now we calculate production cost per unit in order to find the cost of closing inventory.
Production cost/unit= $32465÷7550
Production cost/unit= $4.3
The company produced 7550 units but sold only 4700 of them therefore the difference represents the closing inventory.
Cost of closing inventory = $4.3×2850
cost of closing inventory = $12255
If we subtract cost of closing inventory from total production cost we will get Cost of goods sold (COGS).
COGS= $32465 - $12255
COGS= $20210