Answer: $124800
Explanation:
First, we have to calculate the ammortization expense which will be:
= $468000 / 10
= $46800
May 2019 = ($46800 × 8/12)
= $31200
December 2020 = $46800
December 2021 = $46800
Ammortization expense will now be:
= $31200 + $46800 + $46800
= $124800
<h3>It doesn't matter, things changes and people changes but atleast if it changes it should change for the BETTER.</h3>
Good luck ✅.
I’d say D because its being demanded more of
Answer:
The correct answer is b) The first tranche has the highest prepayment risk.
Explanation:
A collateralized mortgage obligation (CMO) is a type of security backed by mortgage. It is comprised of a pool of mortgages that are bundled together and sold as an investment. Prepayment risk is the risk of loss of interest income due to early repayment of the principal by the borrower.
In the given situation, there are three tranches. The first tranche has the highest prepayment risk because it is receiving principal at the earliest. Hence, there is more of a chance of this principal being returned early and the CMO holder losing out on potential interest. Therefore, the prepayment risk of the first tranche is the highest among all three tranches.
Answer: 12.53%
Explanation:
EBIT = $780,000
Interest = $470,000
EBT = EBIT - Interest
= $780,000 - $470,000
= $310,000
Net Income = EBT - Tax
= $310,000 - (35% × $310,000)
= $310,000 - (0.35 × $310,000)
= $310,000 - $108,500
= $201,500
Total assets turnover ratio = 2.8
Total assets = $10,000,000/2.8
= 3,571,429
Debt ratio = 55% = 0.55
Debt/Total asset = 0.55
Debt/3,571,429 = 0.55
Debt = 0.55 × 3571429
= 1,964,286.4
Equity = 0.45 × 3571429
= $1607143.5
Return on equity = Net income/Equity
= $201,500/$1,607,143.5
= 0.1253
= 12.53%
The company's return on equity will be 12.53%.