To
determine what the depreciation of an asset using straight line method, the
formula to be used is:
(Initial
cost of machine – salvage value) divided by estimated useful life
So in
this problem:
Initial Cost
- $135000
Salvage
Value – $15000
Estimated
Useful Life – 5 years
Plug that
in the formula
Annual
depreciation = ($135000 - $15000) / 5
= $120000/
5
= $24,000
The first
year depreciation for the machine is $24000 because the company bought it in
the beginning of the year. (So there is no need to divide this by 12 months)
To record
this:
Depreciation
Expense $24000
<span> Accumulated Depreciation $24000</span>
Answer:
The answer is: the real gain in real GDP between 2010 and 2000 is 18.34%
Explanation:
First we have to determine the real GDP using the GDP deflator.
GDP deflator = (nominal GDP / real GDP) x 100
For year 2000:
24 = ($672 billion / real GDP ) x 100
2,400 = $672 billion / real GDP
real GDP = $0.28 billion
For year 2010:
51 = ($1,690 billion / real GDP ) x 100
5,100 = $1,690 billion / real GDP
real GDP = $0.331 billion
To calculate the real gain between real GDP from year 2000 to year 2010, we divide real GDP 2010 over real GDP 2000 and subtract 1:
($0.331 billion / $0.28 billion) -1 = 0.1834 x 100% = 18.34%
I think it could either be the first or third option, but I thinking the correct one should be the first option. Hope this helped :)
Answer:
Total direct material cost= $400,000
Explanation:
Giving the following information:
Direct material: 5 pounds at $8.00 per pound $ 40.00
Total direct material cost= cost per unit* total units.
Suppouse that the production for the period is 10,000 units:
Total direct material cost= (5*8)*10,000= $400,000
