In: Accounting
A company purchased a new equipment for $59,000. Assume it will be retired in year 8, with a salvage value of $3,000. Calculate the depreciation for each year of the useful life using the following three methods. Please show your work. a. Straight-line method b. Double declining-balance method c. Sum-of-the-years-digits method c.Among various financial performance measures, which one does the depreciation have a role in?
As per SLM Method | |||||
Year | Original Cost | Depreciable Value | Depreciation Expense | Accumulated Depreciation | Ending Book Value |
1 | $59,000 | $56,000 | $7,000 | $7,000 | $52,000 |
2 | $56,000 | $7,000 | $14,000 | $45,000 | |
3 | $56,000 | $7,000 | $21,000 | $38,000 | |
4 | $56,000 | $7,000 | $28,000 | $31,000 | |
5 | $56,000 | $7,000 | $35,000 | $24,000 | |
6 | $56,000 | $7,000 | $42,000 | $17,000 | |
7 | $56,000 | $7,000 | $49,000 | $10,000 | |
8 | $56,000 | $7,000 | $56,000 | $3,000 | |
SLM=( Original Cost- Salvage Value )/ No. of Year | |||||
=(59000-3000)/8=$7000 |
As per double declinning method | |||||
Year | Original Cost | Beg. Book Value | Depreciation Expense | Accumulated Depreciation | Ending Book Value |
1 | 59,000 | 59,000 | 14,750 | 14,750 | 44,250 |
2 | 44,250 | 11,063 | 25,813 | 33,188 | |
3 | 33,188 | 8,297 | 34,109 | 24,891 | |
4 | 24,891 | 6,223 | 40,332 | 18,668 | |
5 | 18,668 | 4,667 | 44,999 | 14,001 | |
6 | 14,001 | 3,500 | 48,499 | 10,501 | |
7 | 10,501 | 2,625 | 51,124 | 7,876 | |
8 | 7,876 | 4,876 | 56,000 | 3,000 | |
DDB Rate= 1/ Useful Life X 2 = (1/8*2)=25% | |||||
As perSOY method | |||||
Year |
Original Cost (A) |
Depreciable Value (B) |
Depreciation Expense (C =BXF)) |
Accumulated Depreciation (D) |
Ending Book Value (E = A-D) |
1 | $59,000 | $56,000 | $12,444.44 | $12,444 | $43,556 |
2 | $56,000 | $10,888.89 | $23,333 | $32,667 | |
3 | $56,000 | $9,333.33 | $32,667 | $23,333 | |
4 | $56,000 | $7,777.78 | $40,444 | $15,556 | |
5 | $56,000 | $6,222.22 | $46,667 | $9,333 | |
6 | $56,000 | $4,666.67 | $51,333 | $4,667 | |
7 | $56,000 | $1,666.67 | $53,000 | $3,000 | |
8 | $0 |