1)Straight line method :
Depreciation expense = [cost-savage value]/useful life
=[125000-5000]/4
= 120000/4
= 30000
Depreciation expense | |
2015 | 30000 |
2016 | 30000 |
2017 | 30000 |
2018 | 30000 |
2)Double declining depreciation method :
Depreciation rate =2 /useful life
= 2/4
= .50 or 50%
Year | Beginning book value | Rate | Annual depreciation expense | Book value at end |
2015 | 125000 | 50% | 125000*50%= 62500 | 125000-62500 =62500 |
2016 | 62500 | 50% | 62500*50%= 31250 | 62500-31250=31250 |
2017 | 31250 | 50% | 31250*50%= 15625 | 31250-15625=15625 |
2018 | 15625 | 50% | 15625*50%= 7812.5 (rounded to 7813) | 15625-7813 = 7812 |
2019 | 7812-5000 salvage value at end =2812 | 5000 | ||
**Since book value at end of 2018 is equals to 7812 which is greater than salvage value ,it can be be further depreciated in year 2019
3)Units of production:
Depreciation rate per cuttings =[Cost-salvage value ]/useful life in cutting
= [125000-5000]/1200000
= 120000/ 1200000
= $ .10 per cutting
Depreciation expense | |
2015 | 310000*.10=31000 |
2016 | 460000*.10=46000 |
2017 | 300000*.10= 30000 |
2018 | 130000*.10 = 13000 |
b)
1)Straight line method :
Depreciation expense = [cost-savage value]/useful life
=[125000-5000]/4
= 120000/4
= 30000 per year
In year 2015 (1Jul-31Dec ) and 2019 (1Jan -30June), Asset is used only for 6months.
Depreciation expense | |
2015 | 15000 [30000*6/12 =15000 ,six month of usage 1July -31Dec] |
2016 | 30000 |
2017 | 30000 |
2018 | 30000 |
2019 | 15000 [1Jan -30June ] |
2)Double declining depreciation method :
Depreciation rate =2 /useful life
= 2/4
= .50 or 50%
Year | Beginning book value | Rate | Annual depreciation expense | Book value at end |
2015 | 125000 | 50% | 125000*50%*6/12 = 31250 = 23437[1July -31Dec ] | 125000-31250= 93750 |
2016 | 93750 | 50% | 93750*50%= 46875 | 93750-46875= 46875 |
2017 | 46875 | 50% | 46875*50%= 23438 | 46875-23438=23437 |
2018 | 23437 | 50% | 23437*50%= 11719 | 23437-11719= 11718 |
2019 | 11718 | 50% | 11718*50%=5859 | 11718-5859 = 5859 |
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