A pooled debt instrument known as a sequential pay collateralized mortgage obligation (CMO) amortizes its tranches in accordance with their seniority.
<h3>What is a CMO tranche?</h3>
A pooled debt instrument known as a sequential pay collateralized mortgage obligation (CMO) amortizes its tranches in accordance with their seniority. In a sequential pay CMO, interest is paid on each tranche as long as the original balance is not entirely repaid.
Tranches are segments of a CMO or other debt or instrument that are organized to split risk or classify assets according to attributes. Securities are personalized and marketable to specific investor segments because to this division and portioning.
The specification of the term structure of interest rates and a model for valuing the call risk borne by the various tranches are the two essential components of CMO valuation.
Therefore, the correct answer is option d companion.
To learn more about the CMO tranche refer to:
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The proper
tools constitute the HOW of service; the proper motive constitutes the WHY of
service; proper teachings and practices constitute the WHAT of service. The
How, Why and What of service are very significant questions to be able to
assess the different aspects of service.
Answer:
Chemical contaminants are chemicals toxic to plants and animals in waterways. The phrase 'chemical contamination' is used to indicate situations where chemicals are either present where they shouldn't be, or are at higher concentrations than they would naturally have occurred.
Explanation:
Answer:
The most you would pay per share is $18.90 price per share today.
Explanation:
Note: See the attached file for the calculation of present values for year 1 to 3 dividends.
From the attached excel file, we have:
Previous year dividend in year 1 = Dividend just paid = $1.40
Total of PV of dividends from year 1 to year 3 = $4.50720663265306
Year 3 dividend = $1.55542091836735
Therefore, we have:
Year 4 dividend = Year 3 dividend * (100% + Dividend growth rate in year 4) = $1.55542091836735 * (100% + 4%) = $1.61763775510204
Price at year 3 = Year 4 dividend / (Rate of return - Perpetual dividend growth rate) = $1.61763775510204 / (12% - 4%) = $20.2204719387755
PV of price at year 3 = Price at year 3 / (100% + Required return)^Number of years = $20.2204719387755 / (100% + 12%)^3 = $14.3925325274857
Price per share today = Total of PV of dividends from year 1 to year 3 + PV of price at year 3 = $4.50720663265306 + $14.3925325274857 = $18.90
Therefore, the most you would pay per share is $18.90 price per share today.
Answer:
$24,000
Explanation:
Selling price per unit:
= Sales ÷ units produced
= $48,000 ÷ 12,000
= $4
Variable cost per unit:
= variable costs ÷ units produced
= $18,000 ÷ 12,000
= $1.5
Fixed cost = $16,000
Net operating income if the company produces and sells 16,000 units:
= Sale - Variable cost - Fixed cost
= (16,000 × $4) - (16,000 × $1.5) - $16,000
= $64,000 - $24,000 - $16,000
= $24,000
