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Bad White [126]
3 years ago
10

Your broker calls to offer you the investment opportunity of a​ lifetime, the chance to invest in​ mortgage-backed securities. T

he broker explains that these securities are entitled to the principal and interest payments received from a pool of residential mortgages. List some of the questions you would ask your broker that would help in assessing the risk of this investment opportunity?
Business
1 answer:
Ray Of Light [21]3 years ago
8 0

Answer:

There's a list of important question to be do done:

1. A complete list of credit qualification of each member of the mortgage backed security (MBS) is needed: it is very useful because allow you to know the quality of the product, as in 2008 crisis the issuers of this kind of products put bad credit rate mortgages with good rate.

2. Who is the issuer of the MBS: it helps to determine the quality of the product, because studying the balance sheet is possible to know how healthy the company is

3. Is also important to know the issuer of the mortgage, it means Wich commercial Bank is issuing this kind of products

4-is the product been traded in stock exchange or it OTC ( over the counter). If it is traded OTC is lesser regulated than any stock exchange

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2 years ago
ABC Corp. has just paid a dividend of $0.26. ABC has an annual required return of 12%.
Elis [28]

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P₀ = $0.26 / 12% = $2.16667 = $2.17

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$0.26 / $2.17 = 12%

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P₀ = $0.26 / 3% = $8.66667 = $8.67

e. We now think that dividends will grow by 0.3% from quarter to quarter. The firm just paid the quarterly dividend of 0.26. What is the intrinsic value of ABC stock?

P₀ = ($0.26 x 1.003) / (3% - 0.3%) = $9.6585 = $9.66

f. A different analyst thinks that ABC's dividends will grow by 5% for the next 4 quarters, and then grow by 0.3% thereafter. What is the intrinsic value?

Div₀ = $0.26

Div₁ = $0.273

Div₂ = $0.287

Div₃ = $0.301

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P₀ = $0.273/1.03 + $0.287/1.03² + $0.301/1.03³ + $0.316/1.03⁴ + $11.74/1.03⁴ = $0.265 + $0.271 + $0.275 + $0.281 + $10.43 = $11.522  

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ssume that interest rate parity exists. You expect that the one-year nominal interest rate in the U.S. is 7%, while the one-year
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Answer:

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