Answer:
(1)
Depreciation as per straight liner
=Cost- salvage value/ life of assets
=(125,000-5000) /5 year
=120,000 /5
=$24,000 depreciation each year
Date |
Account Titles and Explanation |
Debit $ |
Credit $ |
first |
Depreciation expanses-Equipment |
24000 |
|
Accumulated depreciation-Equipment |
24000 |
||
(to record the depreciation of the first year as per |
_________________________________________
(2)
Double Declining balance rate
=Straight line rate x 2
=(100/5) x 2
=20x2
=40%
Double Declining balance rate =40%
_______________________________________________
(3)
Year |
Initial |
Rate |
Depreciation |
Accumulated |
Ending balance |
0 |
125,000 |
||||
1 |
125,000 |
40% |
50000 |
50000 |
75,000 |
2 |
75,000 |
40% |
30000 |
80000 |
45,000 |
3 |
45,000 |
40% |
18000 |
98000 |
27,000 |
4 |
27,000 |
40% |
10800 |
108800 |
16,200 |
5 |
16,200 |
40% |
11200 |
120000 |
5,000 |
Year |
Depreciation |
1 |
50000 |
2 |
30000 |
3 |
18000 |
4 |
10800 |
5 |
11200 |
Note:
Depreciation of 5th year is adjusted to the balance of 5000 as its salvage value
Date |
Account Titles and Explanation |
Debit $ |
Credit $ |
first |
Depreciation expanses-Equipment |
50000 |
|
Accumulated depreciation-Equipment |
50000 |
||
(to record the depreciation of the first year as per |
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