A machine that cost 400000 has an estimated residual value o
A machine that cost $400,000 has an estimated residual value of $40,000 and an estimated useful life of four years. The company uses double-declining-balance depreciation. Required:
1. Calculate the machine\'s depreciable cost.
2. Calculate the machine\'s depreciation expense for each year.
3. Calculate the machine\'s accumulated depreciation and book value at the end of each year.
Solution
(1) Depreciable cost is the basis for Depreciation,is the amount of cost that can be depreciated on an asset over time
In double declining balance method, we are not deduct salvage value while calculating depreciation
Hence depreciable cost = $ 400000
(2 & 3) Machine depreciation Exp over year, Accumulated Depreciation, Book Value-
Year
Book Value at the beginning of the year
Depreciation Expense
(2nd requirement)
Book Value at the end of the year
(3rd requirement)
Accumulated Depreciation
(3rd requirement)
1st
400000
(400000 * 50%)
=200000
(400000 – 200000)
=200000
200000
2nd
200000
(200000 * 50%)
=100000
(200000 – 100000)
=100000
(200000 + 100000)
=300000
3rd
100000
(100000 * 50%)
=50000
(100000 – 50000)
=50000
(300000 + 50000)
=350000
4th
50000
(50000 * 50%)
=25000
(50000 – 25000)
=25000
(350000 + 25000)
=375000
Depreciation Rate:-
Life of asset = 4 years
Rate = (1/4 years) * 2 = 50%
| Year | Book Value at the beginning of the year | Depreciation Expense (2nd requirement) | Book Value at the end of the year (3rd requirement) | Accumulated Depreciation (3rd requirement) |
| 1st | 400000 | (400000 * 50%) =200000 | (400000 – 200000) =200000 | 200000 |
| 2nd | 200000 | (200000 * 50%) =100000 | (200000 – 100000) =100000 | (200000 + 100000) =300000 |
| 3rd | 100000 | (100000 * 50%) =50000 | (100000 – 50000) =50000 | (300000 + 50000) =350000 |
| 4th | 50000 | (50000 * 50%) =25000 | (50000 – 25000) =25000 | (350000 + 25000) =375000 |

