In: Accounting
On January 1, 2018, Betty DeRose, Inc. purchased equipment for
$95,000. The equipment
was assigned an estimated life of 15 years and a salvage value of
$12,500. On
January 1, 2021, Betty DeRose decided the life of the equipment
should be changed from
15 to 25 years with a salvage value of $5,900 at the end of the 25
years. Betty DeRose
uses the straight-line method to depreciate its
assets.
Calculate the book value of the equipment at December 31, 2023.
I tried working on this for a while and I just need a little help. I'd greatly appreciate any assistance.
A |
Cost |
$ 95,000.00 |
B |
Residual Value |
$ 12,500.00 |
C=A - B |
Depreciable base |
$ 82,500.00 |
D |
Life [in years] |
15 |
E=C/D |
Annual SLM depreciation |
$ 5,500.00 |
F = E x 3 |
3 year Accumulated Depreciation |
$ 16,500.00 |
G = A - F |
Book value at the time of revision |
$ 78,500.00 |
H |
New Residual Value |
$ 5,900.00 |
I = G - H |
New Depreciable base |
$ 72,600.00 |
J = 25 years - 3 years passed |
New remaining life |
22 |
K = I/J |
New revised depreciation from 2021 |
$ 3,300.00 |
--Depreciation from 2018 to 2020 = $
5500 x 3 years= $ 16500
--Depreciation from 2021 to 2023 = $ 3300 x 3 years = $ 9900
--Total Accumulated Depreciation on 31 Dec 2023 = $ 16500 + 9900 =
$ 26,400