<span>Payment for the use of a copyrighted work is called a tax
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Answer:
The straight-line depreciation method and the double-declining-balance depreciation method:
Produce the same total depreciation over an asset's useful life.
Explanation:
The straight-line and the double-declining-balance depreciation methods are two of the four depreciation methods allowed by US generally accepted accounting principles (GAAP). The other two methods are sum of the years' digit and units of production. The straight-line method is calculated by subtracting the salvage value from the asset's cost and either dividing the depreciable amount by the number of years or applying a fixed rate on the depreciable amount. For the double-declining-balance method, 100% is divided by the number of years of the asset's useful life and then multiplying by 2 to obtain the depreciation rate. Depreciation expense is then calculated on the declining balance until the salvage value is left. This is why they produce the same depreciation over the asset's useful life.
Answer:
48.00%
Explanation:
For computing the debt to capital ratio, first we have to determine the equity value and debt value which is shown below:
Equity value = Number of outstanding shares × stock price per share
= 5.2 million shares × $12
= $62.4 million
We know,
Total capital = Debt + equity
$120 million = Debt + $62.4 million
So, the debt would be
= $120 million - $62.4 million
= $57.6 million
Now the debt to capital ratio would be
= $57.6 million ÷ $120 million
= 48.00%
Answer:
at equilibrium point
Explanation:
equilibrium when price is reasonable to both sellers and buyers. They are willing to buy and sell at optimal quantity, so that firm can maximize revenue
Answer:
44,780 units
Explanation:
When a company uses the weighted average method in its process costing system, the beginning inventory nor the units transferred in are included in the calculations for equivalent units. Only units transferred out and ending inventory are use to calculate equivalent units:
equivalent units = units transferred out + (ending inventory x % of completion)}
equivalent units = 37,100 units + (9,600 units x 80%) = 37,100 units + 7,680 units = 44,780 units
