It is expected that a small water pump will cost $2020 when purchased in 2003. It is further expected to have a salvage value of $520 at the end of its five year depreciable life. Calculate manually complete depreciation schedules giving the depreciation charge, and end-of-year book value for:
a) Straight line method
b) Sum-of-the-years digit method
c) Double declining balance method
a) Straight line method
Depriciation = initial cost-salvage value/ expected life
=$2020-$520/5=$300
Year | Depriciation |
Book value at the end of the year |
1 | $300 | $1720 |
2 | $300 | $1420 |
3 | $300 | $1120 |
4 | $300 | $820 |
5 | $300 | $520 |
b) sum-of-the-years digit method
sum of the years=5+4+3+2+1=15
Depriciation for 1st year=5/15*100=33.33%=
Depriciation for 2nd year=4/15*100=26.67%
Depriciation for 3rd year=3/15*100=20%
Depriciation for 4th year=2/15*100=13.33%
Depriciation for 5thyear=1/15*100=6.67%
Year |
Depriciation (initial cost-salvage value*%of depriciation) |
Book value at the end of the year (prevoius year bookvalue-depriciation) |
1 | $499.95 | $1520.05 |
2 | $400.05 | $1120 |
3 | $300 | $820 |
4 | $199.95 | $620.05 |
5 | $100.05 | $520 |
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