Asset C3PO has a depreciable base of $18.15 million and a service life of 10 years. What would the accumulated depreciation be at the end of year five under the sum-of-the-years' digits method? (Do not round intermediate calculations.)
Multiple Choice
$4.95 million.
$9.07 million.
$13.20 million.
None of these answer choices are correct.
2.Cutter Enterprises purchased equipment for $99,000 on January
1, 2018. The equipment is expected to have a five-year life and a
residual value of $6,900.
Using the sum-of-the-years'-digits method, depreciation for 2019
and book value at December 31, 2019, would be:
Multiple Choice
$26,400 and $32,700 respectively.
$24,560 and $36,840 respectively.
$24,560 and $43,740 respectively.
$26,400 and $39,600 respectively.
3.
Cutter Enterprises purchased equipment for $42,000 on January 1,
2018. The equipment is expected to have a five-year life and a
residual value of $6,000.
Using the double-declining balance method, depreciation for 2019
would be:
Multiple Choice
$16,800.
$8,640.
$10,080.
None of these answer choices are correct.
3.Cutter Enterprises purchased equipment for $42,000 on January
1, 2018. The equipment is expected to have a five-year life and a
residual value of $6,000.
Using the double-declining balance method, depreciation for 2019
would be:
Multiple Choice
$16,800.
$8,640.
$10,080.
None of these answer choices are correct.
1. Depreciation under sum of years digit method
Depreciation base = 18.15 million
Year | Depreciation base | Remaining life of the asset | Depreciation fraction | Depreciation expenses | Book value |
1 | 18,150,000 | 10 | 10/55 | 3,300,000 | 14,850,000 |
2 | 18,150,000 | 9 | 9/55 | 2,970,000 | 11,880,000 |
3 | 18,150,000 | 8 | 8/55 | 2,640,000 | 9,240,000 |
4 | 18,150,000 | 7 | 7/55 | 2,310,000 | 6,930,000 |
5 | 18,150,000 | 6 | 6/55 | 1,980,000 | 4,950,000 |
Accumulated depreciation after 5th year is $13.20 million (3.30+2.97+2.64+2.31+1.98)
Depreciation fraction=10+9+8+7+6+5-4+3+2+1=55
2. Depreciation base = cost of thes asset - salvage value
=99,000-6,900= $92,100.
Useful life =5 years
Year | Depreciation base | Remaining life | Depreciation fraction | Depreciation expenses | Book value |
1 | 92,100 | 5 | 5/15 | 30,700 | 61,400 |
2 | 92,100 | 4 | 4/15 | 24,560 | 36,840 |
Depreciation fraction = 6+4+3+2+1=15
Depreciation for 2019 is $24,560 and book value is $36,480.
3. Double Declining balance method
Double Declining balance formula = 2× cost of the asset× depreciation value
Here it is (1/5)×100 = 20%
20%×2=40%
Depreciation base=42,000.
Depreciation for 2018 = 42,000×40%= 16,800
Book value at the end of the year =42,000-16,800= 25,200.
Depreciation for 2019 =25,200×40% = $10,080.
Not : in the problem, question 3 is repeated twice.
____×____
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