a)
WDV -
The formula used to calculate WDV rates is –
Rate of Depreciation (R) = 1 – [s/c]1/n
Where,
s = scrap value at the end of period ‘n’;
c = Written down value at present; and
n = useful life of the assets
Therefore,
R = 1 - [15000/75000]1/6
R = 24% Approx
Year |
WDV at beginning |
Depreciation |
WDV at end |
0 |
75000 |
– |
75000 |
1 |
75000 |
18000 |
57000 |
2 |
8.705 |
13680 |
43320 |
3 |
7.578 |
10396.8 |
32923.2 |
4 |
6.597 |
7901.57 |
25021.63 |
5 |
5.743 |
6005.19 |
19016.44 |
6 |
4.999 |
4563.95 |
14452.49 |
SLM
Purchase cost of 75,000 – estimated salvage value of 15,000 = Depreciable asset cost of 60,000
Depreciation = 60000/6 = 10000 per year
b)
Meaning | A method of depreciation in which the cost of the asset is spread uniformly over the life years by writing off a fixed amount every year. | A method of depreciation in which a fixed rate of depreciation is charged on the book value of the asset, over its useful life. |
Calculation of depreciation | On the original cost | On the written down value of the asset. |
Annual depreciation charge | Remains fixed during the useful life. | Reduces every year |
Value of asset | Completely written off | Not completely written off |
Amount of depreciation | Initially lower | Initially higher |
Impact of repairs and depreciation on P&L A/c | Increasing trend | Remains constant |
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