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b. Compute 125% Declining Balance Depreciation, Accumulated Depreciation, and Remaining Book Value for each year (36 pts)


An asset is purchased for $55,000, expected to last 6 years, and have a $18,000 salvage value. a. Compute Straight Line Depre
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Answer #1

c. Sum of years digit depreciation = Purchase value of Asset - Salvage value / no. of years and same depreciation is applied each year

Here it is , $55000-$18000 /6 =6167 and it will be deducted from Purchase value each year to derive current asset value

Accumulated Depreciation : 6167*6 =37000

Remaining Book value : After 1st year- 48833(55000-6167) , After 2nd year:42166(48833-6167) , After 3rd year: 36499(42166-6167) , After 4th year:30332( 36499-6167), After 5th year:24165 (30332-6167) , After 6th year:18000(24165-6165*)

*Two rupees difference is due to rounding off

b.125% Declining balance depreciation

Yearly Depreciation Rate = 125%/No. of years

=125%/6 =20.83%

Now , This depreciation rate will be applied each year

Period Depeciaion Book value

1 ( 55000-18000) *20.83% =7707 55000-7707= 47293

2 (37000-7707) *20.83% =6102 47293-6102=41191

3 (29293-6102)*20.83%=4831 41191-4831=36360

4 (23191-4831)*20.83%=3824 36360-3824 =32536

5 14536*20.83%=3028 32536-3028=29508

6 11508*20.83%=2397 29508-2397=27111

a. Straight line depreciation

Depreciation rate= 1/No. of years

=1/6 =16.67%

Depreciable cost =55000-18000=37000

Depreciation = 37000*16.67% =6168 anuual depreciation

Accumualated Depreciation = 6168*6 =37008*

*Eight rupees difference is due to rounding off

Remaining Book value : After 1st year- 48833(55000-6167) , After 2nd year:42166(48833-6167) , After 3rd year: 36499(42166-6167) , After 4th year:30332( 36499-6167), After 5th year:24165 (30332-6167) , After 6th year:18000(24165-6165**)

*Two rupees difference is due to rounding off

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