A) annual depreciation from 1991 through 2000 :
Annual Depreciation Using the straight-line method =[Cost - salvage value] / Useful life
= ($2320000 - $69600)/40
= $2250400/40
= $56260 per year
B) annual depreciation from 2001 through 2018:
Depreciation of Addition to the building = [cost of $580,000 - salvage value of $23200] / 30 years
= $556800/30
= $18560 per year
Total annual depreciation from 2001 through 2018 =
= $56260 + $18560
= $74820
C)
"No entry" , retrospective effect will be given after 2019
D)
Total useful life remaining of Building occupied from 1991 = 40 years - 28 years used life = 12 years
Note:- 28 years = 10 years from 1991 through 2000 + 18 years from 2001 through 2018
In 2019, it is determined that the probable life of the building will extend to the end of 2050, or 20 years beyond the original estimate.
Now, New useful life of Building = 12 years + 20 years = 32 years
annual depreciation of Building = [2320000 - {depreciation($56260 × 28)} - salvage value ] / useful life
= [$2320000 - $1575280 - $69600]/ 32 years
= $675120/32
= $21097.5
Total useful life remaining of Addition of Building = 30 years - (18 years from 2001 through 2018 used). = 12 years
In 2019, it is determined that the probable life of the addition will extend to the end of 2050, or 20 years beyond the original estimate
Now, New useful life of Addition = 12 years + 20 years = 32 years
annual depreciation of Addition = [ 580000 - depreciation{$18560 × 18} - salvage value $23200] / 32 years
= ($580000 - $334080 - $23200)/32
= $222720/32
= $6960 per year
Therefore , annual depreciation to be charged, beginning with 2019 = $21098 + $6960
= $28058 per year
I have given complete and detailed solution to your problem, in case of any query you can comment and
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