Answer:
$7,326
Explanation:
Double Decline Balance = 2 x SLDP x SLDBV
where,
SLDP = Straight Line Depreciation Percentage
= 100 ÷ useful life
= 100 ÷ 20
= 5 %
and
SLDBV = Straight Line Percentage Book Value
Year 1
Double Decline Balance = 2 x 5% x $81,400
= $8,140
Year 2
Double Decline Balance = 2 x 5% x ($81,400 - $8,140)
= $7,326
Therefore
The machine's second-year depreciation using the double-declining balance method is $7,326.
Answer:
Correct answer is letter D, $11,000 cost, five-year life and $1,000 salvage value
Explanation:
To compute depreciation expense of an asset using straight-line method of depreciation, the information we needed is 3,
1. cost of an asset
2. life of an asset (in year)
3. residual value (if available)
<em>* residual value of an asset is to be determined by the company, some asset don't have scrap value assigned.</em>
<em />
<em>FORMULA </em>
<em>The difference between the cost of an asset and the expected residual value over the number of years it is expected to be useful.</em>
<em>(cost of an asset - residual value ) / life of an asset</em>
Answer:
a. $45 billion.
Explanation:
The aggregate expenditures must have fallen by = 0.75*$65 billion
= $45 billion
Therefore, The aggregate expenditures must have fallen by $45 billion.
No it is not’ people say it’s real but no don’t believe that
Answer:
$739.72 ≈ 739.72
Explanation:
we can use an excel spreadsheet and the present value function to calculate the expected price of each bond ⇒ =PV(rate,nper,pmt,fv,[type])
- fv = $1,000
- pmt = $1,000 x 7.25% x 1/2 = $36.25
- nper = 60
- rate = 10% / 2 = 5%
- present value = ?
=PV(5%,60,36.25,1000) = -739.72 since excel calculates the initial investment, it is always negative, so we just change the sign.
