or the purchase price of new machinery on an income e purchase of a new machine
ID: 326350 • Letter: O
Question
or the purchase price of new machinery on an income e purchase of a new machine affect the income statement? 1. Why are there no entries f statement? How does th The next two problems provide a closer look at Straight Line versus Double Declining Balance depreciation. In these problems, assume all machinery is brought at the first of the year. 2. Machine Cost Useful Life Tractor A Tractor B Combine 50,000 60,000 84,000 Salvage Value 20,000 0 0 Assume you own the machinery above. Calculate annual depreciation using the straight-line method. a. Tractor A Tractor B Combine Year 1 20,000 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 DOOExplanation / Answer
Depreciation calculation using the Straight Line Method
Year
Tractor A
Tractor B
Tractor C
Year 1
44000
48000
71996
Year 2
38000
36000
59992
Year 3
32000
24000
47998
Year 4
26000
12000
35984
Year 5
20000
(salvage value)
0
23980
Year 6
11976
Year 7
0
For Tractor A:
Depreciable value = cost of the machine – salvage value
Depreciable value = 50000 – 20000 = 30000
Hence we calculate the per year depreciation of Tractor A as:
Depreciation rate = (1/ useful life) * 100 = (1/ 5) * 100 = 20%
Thus value of Tractor A depreciates at the rate of 20% per year.
Hence yearly depreciation:
Tractor A= Depreciable Value * depreciation rate = 30000 * 20% = 6000 hence the depreciation in 5 years will be at the rate of 6000 per year.
Likewise for Tractor B:
Depreciable value = 60000 (no salvage value)
Depreciation rate = (1/ 5) *100 = 20%
Tractor B depreciation= 60000 *20% = 12000 per year
For Tractor C:
Depreciable value = 84000
Rate of depreciation = (1/ 7) * 100 = 14.29%
Tractor C depreciation = 84000 * 14.29%= 12004 per annum
Year
Tractor A
Tractor B
Tractor C
Year 1
44000
48000
71996
Year 2
38000
36000
59992
Year 3
32000
24000
47998
Year 4
26000
12000
35984
Year 5
20000
(salvage value)
0
23980
Year 6
11976
Year 7
0
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