Answer:
Preferred shares
Explanation:
In simple words, Preferred shares (sometimes known as "preferred") are indeed a type of hybrid security that has both equities and guaranteed income features. A preferred share, like an equity instrument, indicates an ownership stake, has no expiration period and is recorded on the capital side of a corporation 's balance sheet.
Answer:
The amount of depreciation expense that should be recorded for the second year is $28,600
Explanation:
The computation of the depreciation per units or bolts under the units-of-production method is shown below:
= (Original cost - residual value) ÷ (estimated production bolts)
= ($206,520 - $11,000) ÷ (752,000 bolts)
= ($195,520) ÷ (752,000 bolts)
= $0.26 per bolt
Now for the second year, it would be
= Production units in second year × depreciation per bolts
= 110,000 units × 0.26
= $28,600
Answer:
c. Return on Assets
Explanation:
The net income usually has an impact of interest expense since interest expense is deducted from earnings before interest and tax in arriving at net income.
Hence, in order to take out the impact interest expense when computing return on assets, an adjusted net income known as de-levered net income is computed using the below formula:
Net Income + (1-t)xInterestExpense
Amortization simply means the practice of spreading the cost of an intangible asset over the useful life of the asset.
Your question is incomplete as you didn't provide the amortization table. Therefore, an overview of amortization will be given.
It should be noted that amortization is usually expensed on a straight-line basis. In such a case, the same amount will be expensed for every period over the life of the asset.
For example let's assume that Janet borrows $2000 at 4% for 2 years. The interest that will be paid will be:
= $2000 × 4% × 2
= $2000 × 0.04 × 2
= $160
The interest here is $160. Based on the question, since $100 has been paid, it should lead to a lower interest that will be paid on the loan.
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Answer:
c. $8.05
Explanation:
Calculation to determine What is the value of this stock at a required return of 16.4 percent
First step is to calculate the P2
P2 = ($1.35/.164)
P2= $8.23
Now let calculate the value of the stock
P0 = [$1.23 /1.164] + [($1.25 + 8.23)/1.164^2]
P0 = $8.05
Therefore the value of this stock at a required return of 16.4 percent is $8.05
