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(Depreciation Computations?Five Methods) Jon Seceda Corp. purchased machinery for $315,000 on May 1, 2014. It is estimated that it will have a useful life of
(Depreciation Computations?Five Methods) Jon Seceda Corp. purchased machinery | ||||||
for | $315,000 | on May 1, 2014. It is estimated that it will have a useful life of | ||||
10 | years, salvage value of | $15,000 | , production of | 240,000 | ||
units, and working hours of | 25,000 | . During 2015, Seceda Corp. uses the machinery for | ||||
2,650 | hours, and the machinery produces | 25,500 | units. | |||
Instructions: fill in all shown tables | ||||||
From the information given, compute the depreciation charge for 2015 under each of the following methods. (Round to the nearest dollar.) | ||||||
(a) Straight-line (Note - Utilize Excel formula =SLN(Cost,Salvage,Life) to solve the problem.) | ||||||
(b) Units-of-output (Note: Since units-of-production has an "s" in it, utilize salvage value in computing period depreciation.) | ||||||
Cost: | Amount | |||||
Salvage value: | Amount | |||||
Depreciable value: | Formula | |||||
Life units expected: | Number | |||||
Depreciation per unit: | Formula | |||||
Period units: | Number | |||||
Period depreciation: | Formula | |||||
(c) Working hours (Note: Working hours is a "units-of-production" method and since units-of- production has an "s" in it, utilize salvage value in computing period depreciation.) | ||||||
Cost: | Amount | |||||
Salvage value: | Amount | |||||
Depreciable value: | Formula | |||||
Hours of expected life: | Number | |||||
Depreciation per hour: | Formula | |||||
Period hours: | Number | |||||
Period depreciation: | Formula | |||||
(d) Sum-of-years-digits (Note - Utilize Excel formula =SYD(Cost,Salvage,Life,Period) to solve the problem.) (Note: Second year covers two depreciation periods.) | ||||||
First part of 2015 | Formula | Time period factor | Formula | |||
Second part of 2015 | Formula | Time period factor | Formula | |||
Formula | ||||||
(e) Declining balance, (10 year life, DDB results in 20% annual rate, use 200% for Factor in Excel). (Note: Utilize Excel formula =DDB(Cost,Salvage,Life,Period,Factor) to solve the problem. (Note: Second year covers two depreciation periods.) | ||||||
First part of 2015 | Formula | Time period factor | Formula | |||
Second part of 2015 | Formula | Time period factor | Formula | |||
Formula | ||||||
Depreciation expense for year: | 3 | Formula | ||||
(c) Compute the amount of depreciation for each Years 1 through 3 using the double-declining balance method. (In performing your calculations, round constant percentage to the nearest one-hundredth of a point and round answers to the nearest dollar.) | ||||||
Hint: Since "Double-Declining Balance Method" title does not contain an "S", do not use salvage value to compute periodic depreciation expense. However, ensure that book value does not violate salvage value. | ||||||
Cost: | Amount | |||||
Salvage value: | Amount | |||||
Asset life: (Years) | 0 | |||||
Annual Straight-line Depreciation rate: | Formula | |||||
Double-Declining factor: | 200% | |||||
Double-Declining annual rate: | Formula | |||||
Year: | Beginning Balance | Double Declining rate: | Annual Depreciation Amount: | Ending Balance | ||
1 | Amount | Percentage | Formula | Formula | ||
2 | Value | Percentage | Formula | Formula | ||
3 | Value | Percentage | Formula | Formula | ||
The Excel formula for Accelerated Depreciation is =DDB(Cost,Salvage,Life,Period,Factor) | ||||||
1 | Formula | |||||
2 | Formula | |||||
3 | Formula |
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