Answer:
$3,160
Explanation:
Depreciation is the systematic allocation of the cost of an asset to the income statement over the estimated useful life of that asset.
It is determined as the depreciable value of the asset over the estimated useful life of the asset where the depreciable value is the difference between the cost and salvage value of the asset
.
Given that Williams Company purchased a machine costing $28,300 and is depreciating it over a 10-year estimated useful life with a residual value of $3,300,
Annual depreciation
= ($28,300 - $3,300)/10
= $2,500
At the beginning of the eighth year, a major overhaul on it was completed at a cost of $8,300,
Net book value at the beginning of the eighth year (before overhauling)
= $28,300 - 7($2,500)
= $10,800
Capitalizing the overhaul cost,
Net book value at the beginning of the eighth year (after overhauling)
= $10,800 + $8,300
= $19,100
Given that the total estimated useful life was changed to 12 years with the residual value unchanged,
Depreciation for the eighth year
= ($19,100 - $3,300)/5
= $15,800/5
= $3,160
The answer is “sediments”. Stream outflow is an important
numerous coastline lands, because streams are the ones that provide sediments
around the coastal location. Sediments are materials that may be made up of
rocks and minerals, and may also contain animal and plant remains. It size may
vary from a tiny grain of sand, into a large boulder sized rock. Sediments may
be transferred into another place by water flows and erosions.
Answer:
He will not pay any depreciation during October.
Explanation:
Depreciation is charged only on building equipment and machinery. It is not accounted for land as land is an asset whose value does not depreciate over the years.
Depreciation for Building A would be zero for the month of october as depreciation is computed from the first of the month of acquisition to the first of the month of disposition.
The depreciation expense will be computed on 1st of November.
The date,
signature
rules.
Answer:
The correct answer is B.
Explanation:
Giving the following information:
Cash flow= $500
Number of months= 50
Monthly interest rate= 0.07/12= 0.00583
First, we need to calculate the future value using the following formula:
FV= {A*[(1+i)^n-1]}/i
A= cash flow
FV= {500*[(1.00583^50) - 1]} / 0.00583
FV= $28,928.06
Now, the present value:
PV= FV/(1+i)^n
PV= 28,928.06/(1.00583^50)
PV= $21,631.67
