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Elza [17]
3 years ago
15

Can someone please help me? Why are subordinate bonds and preferred stock more risky than long-term senior bonds?

Business
2 answers:
MA_775_DIABLO [31]3 years ago
7 0

Answer:

Subordinated bonds, also known as subordinated debts, is an unsecured loan or bond that ranks below other, more senior loans or securities with the respect to claims on assets or earnings. Generally, subordinated bonds are debts that can be added to preferred stocks. Preferred stocks can be viewed as long- term investments, but are generally more risky because they are more sensitive to interest- rate risk if the rates rise. If they rise, then the price of the preferred stocks may fall and can fall lower than the price of short- term bonds. The difference between subordinated bonds and senior bonds is the priority in which the debt claims are paid. If one has to file bankruptcy or face liquidation, senior debts is paid back before the subordinate debt. Once the senior debt is completely paid back, then the subordinate debt starts being repaid.

Explanation:

Black_prince [1.1K]3 years ago
5 0

Answer:

This is because subordinated debts are only repayable after the other debts have been paid off. theses are the more risky ones for the lender of the money. Subordinated loans usually have a lower credit rating. Therefore, a higher yield than senior debt.

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On December 1, 2020, Sheridan Corporation incurs a 15-year $400000 mortgage liability in conjunction with the acquisition of an
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You want to invest $20,000 today to accumulate $32,000 for graduate school. If you can invest at an interest rate of 10% compoun
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Answer:

N = 5 years

Explanation:

At first we have to calculate the number of periods to determine at which part of the table we should look at.

Given,

PV = $20,000

FV = $32,000

Interest rate, i = 0.10 (10%)

Number of periods, n = ?

We know, Future value, FV = PV × (1+i)^{n}

or, $32,000 = $20,000 × (1 + 0.10)^{n}

or, 1.6 = 1.10^{n}

As the factor is 1.6, we will look at the following image which is the FV factor table to find the number of periods.

We can find it in a different way too.

log 1.6 = n log 1.10

or, n = \frac{log 1.6}{log 1.10}

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