Answer:
to calculate depreciation using the sum-of-the-years'-digits method:
n(n+1) divided by 2 = [12(13)] / 2 = 78
depreciable value = cost - salvage value = $469,000 - $40,000 = $429,000
- depreciation year 1 = 12/78 x $429,000 = $66,000
- depreciation year 2 = 11/78 x $429,000 = $60,500
- depreciation year 3 = 10/78 x $429,000 = $55,000
the formula used to calculate depreciation using the double-declining-balance method is:
2 x cost of the asset x depreciation rate
- depreciation year 1 = 2 x $469,000 x 1/12 = $78,167
- depreciation year 2 = 2 x ($469,000 - $78,167) x 1/12 = $65,139
- depreciation year 3 = 2 x ($390,833 - $65,139) x 1/12 = $54,282
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The one who will most likely have a higher BAC is the father because a person who is older will most likely have the higher BAC, as the father is already seventy five and much older to his son, he will be therefore have a higher BAC compared to his son.
Date Account title $Debit $Credit
Dec 31 Wages Expenses 4800
Wages Payable 4800
(to record accrued wages)
Jan 06 Wages Payable 4800
Cash 4800
(to record payment of wages in cash)
An accounting period, in bookkeeping, is the length with reference to which management accounts and monetary statements are prepared. In management accounting, the accounting period varies widely and is decided via management. monthly accounting periods are common.
An accounting duration is the time frame for which a business prepares its financial statements and reports its financial performance and position to external stakeholders. this could be after three, six, or twelve months. The accounting period usually coincides with the business's fiscal year.
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