In: Accounting
Clearly present the cash flow diagram(s), equivalency
model(s),
assumptions made and detailed calculations( please dont post exel
tables(
..
If you were to use Double Declining Balance depreciation for an
asset which costs $100,000 and had an estimated salvage value of
$5,000 and an 8-year useful life, in which year would you switch to
straight line depreciation?
Depreciation p.a under Straight line method = Original Cost- Salvage Value/ life of asset
=$100,000-$5,000/8
=$95,000/8
=$11,875
Depreciation under Straight line is uniform
Depreciation under Double Declining Balance depreciation =1/ life of asset x 2
=(1/8) x 2
=12.5% x 2
=25%
Double Decline Method |
|||||
Year |
Beginning Value of Asset |
Dep % |
Depreciation |
Accumulated Depreciation |
Ending Balance of Asset |
1 |
$ 1,00,000 |
25% |
$ 25,000 |
$ 25,000 |
$ 75,000 |
2 |
$ 75,000 |
25% |
$ 18,750 |
$ 43,750 |
$ 56,250 |
3 |
$ 56,250 |
25% |
$ 14,063 |
$ 57,813 |
$ 42,188 |
4 |
$ 42,188 |
25% |
$ 10,547 |
$ 68,359 |
$ 31,641 |
5 |
$ 31,641 |
25% |
$ 7,910 |
$ 76,270 |
$ 23,730 |
6 |
$ 23,730 |
25% |
$ 5,933 |
$ 82,202 |
$ 17,798 |
7 |
$ 17,798 |
25% |
$ 4,449 |
$ 86,652 |
$ 13,348 |
8 |
$ 13,348 |
25% |
$ 8,348 |
$ 95,000 |
$ 5,000 |
In year 4 we will switch to straight line method as depreciation in Straight line ($11,875 ) is higher than depreciation under double decline method ($10,547)
Which gives higher tax advantage because reduction net income