Part A
Annual depreciation = (cost – salvage value)/estimated life = (1000000-50000)/8 = 118750
For half year it will be = 118750/2 = 59375
year |
Straight-Line (Half-Year Convention) |
1 |
59375 |
2 |
118750 |
3 |
118750 |
4 |
118750 |
5 |
118750 |
6 |
118750 |
7 |
118750 |
8 |
118750 |
9 |
59375 |
Part B
Depreciation rate = 1/8 * 2 = 25%
Depreciation = book value of each * depreciation rate
Book value = previous year’s carrying value – current year’s depreciation
year |
Straight-Line (Half-Year Convention) |
1 |
125000 |
2 |
218750 |
3 |
164063 |
4 |
123047 |
5 |
92285 |
6 |
69214 |
7 |
51910 |
8 |
38933 |
9 |
66798 |
year |
Beginning value |
Depreciation |
Carrying value |
0 |
1000000 |
||
1 |
1000000 |
125000 |
875000 |
2 |
875000 |
218750 |
656250 |
3 |
656250 |
164063 |
492188 |
4 |
492188 |
123047 |
369141 |
5 |
369141 |
92285 |
276855 |
6 |
276855 |
69214 |
207642 |
7 |
207642 |
51910 |
155731 |
8 |
155731 |
38933 |
116798 |
9 |
116798 |
66798 |
50000 |
Part C
Straight line method will results in the highest net income as the depreciation amount in the straight line method is low in the year 1 and year 2.
B. This is wrong in the last 3 Depreciations. You take the last book value of 207641 and use that calculation to go to straight line depreciation since it will be below the residual value.
Switch to straight-line: ($207,641 – $50,000) ÷ 3 years (that are left in the schedule) = $52,547
question C: im done eoth a and c. im not sure about c 421 On August...
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