Answer:
The adjusting entry is:
Debit Depreciation Expense - Equipment $1,800
Credit Accumulated Depreciation - Equipment $1,800
To record depreciation expense.
Explanation:
The adjusting journal entry records the depreciation expense for the year and adds the expense to the accumulated depreciation account. The accumulated depreciation account is a contra account to the Equipment account. The purpose that this contra account serves is to keep the Equipment account at its cost value while the gradual write-off of its value is reflected in an opposite account.
C. John Jacob Astor.
The American business that had a monopoly on the fur trade in the far west was founded by John Jacob Astor.
The business was called American Fur Company. Since it was founded, the company grew to monopolize the fur trade in the United States by 1830. It became one of the largest and wealthiest businesses in the United States.
The after-tax cost of debt is 6.28%. Subtract a company's effective tax rate from one and multiply the difference by its cost of debt to calculate its after-tax cost of debt.
<h3>What is After-tax cost?</h3>
- After-tax cost denotes the actual costs less an amount equal to the combined federal and state income tax savings relating to the deductibility of said costs for federal and state tax purposes in the year in which such costs are incurred.
- WACC represents a company's average after-tax cost of capital from all sources, including common stock, preferred stock, bonds, and other forms of debt.
- WACC is the average interest rate that a company anticipates paying to finance its assets. The pre-tax cost of debt must be tax-affected because interest is tax-deductible, effectively creating a "tax shield" that is, interest expense reduces a company's taxable income (earnings before taxes, or EBT).
Therefore,
The after-tax cost of debt is 6.28%.
FV = -$1,000
PMT = -$100
N = 20 years
PV = $1,098 before including flotation costs; $1,098×(1-.05) = $1,043.10 after including flotation costs.
Compute I/Y = 9.511%
After-tax cost of debt = 9.511%×(1-.34) = 6.28%
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The answer is FALSE. Hope this helps.