A high-precision programmable router for shaping furniture
components is purchased by Henredon for $165,000. It is expected to
last 12 years and have a salvage value of $5,000. Calculate the
depreciation deduction and book value for each year.
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Part a
Use declining balance depreciation using a rate that ensures the book value equals the salvage value.
EOY |
Depreciation Deduction |
Book Value |
---|---|---|
0 | ||
1 |
$enter a dollar amount | $enter a dollar amount |
2 |
$enter a dollar amount | $enter a dollar amount |
3 |
$enter a dollar amount | $enter a dollar amount |
4 |
$enter a dollar amount | $enter a dollar amount |
5 |
$enter a dollar amount | $enter a dollar amount |
6 |
$enter a dollar amount | $enter a dollar amount |
7 |
$enter a dollar amount | $enter a dollar amount |
8 |
$enter a dollar amount | $enter a dollar amount |
9 |
$enter a dollar amount | $enter a dollar amount |
10 |
$enter a dollar amount | $enter a dollar amount |
11 |
$enter a dollar amount | $enter a dollar amount |
12 |
$enter a dollar amount | $enter a dollar amount |
Carry all interim calculations to 5 decimal places and
then round your final answer to the nearest
dollar.
Rate of Depreciation can be calculated using the formula:
Rate of Depreciation = 1 - (s/c)1/n
Where,
s = scrap Value
c = Book Value at the beginning
n = number of years
Thus, rate of Depreciation = 1 - (5000/165000) 1/12
= 25.28%
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