A small company is using the unit-of-production method for determining depreciation costs. The original value of the property is $110,000. It is estimated that the company can produce 11,000 units before the equipment will have a salvage or scrap value of zero; that is, the depreciation cost per unit produced is $10. The equipment produces 200 units during the first year, and the production rate is doubled each year for the first 4 years. The production rate obtained in the fourth year is then held constant until the value of the equipment is paid off. What would have been the annual depreciation cost if the straight-line method based on this same time period had been used?
The straight line for the machine would be calculated as follows:
1. Cost of the asset: $100,00
2. Total depreciable cost = cost of the asset - salvage value
= $100,000 - $0 = $100,000
3. Useful life of the asset
First Year 200 +
Second Year 400
600 +
Third Year 800
1400 +
Fourth Year 1600
3000 +
Fifth Year 3000
6000 +
Sixth Year 3000
9000
(11,000 - 9,000)/(11,000)*12 = 0.67 year
Therefore, the useful life of asset = 6 + 0.67 = 6.67 years
4. Divide step (2) by (3)
$ 100,000/6.67 = $ 14,992.50
Therefore, it would depreciate at the amount of $ 14,992.50 annually for 6.67 years
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