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
<span>Through specialization, both producers and consumers benefit. On the producer side, specialization allows producers to best use their resources in the most efficient manner possible by playing to their strengths, thus maximizing profit. On the consumer side, the fact that producers are specialized and thus efficient in their production ensures lower production costs than if products were made by less-specialized producers, translating into lower consumer-facing prices.</span>
Answer:
Price of bond is = $ 1057
Explanation:
As we know that;
Price of bond = C * [1-(1+r)∧-n] / r + F / (1+r)∧n
where C = periodic coupon payment = 1000 * 6%= 60
F = Face value of bond = 1000
r = yield to maturity = 5% = 0.05
n = number of periods till maturity = 7 years
Putting values;
= 60 * [ 1- (1+ 0.05)∧-7 ]/ 0.05 + 1000 / (1+0.05)∧7
= 60 * (0.2893 / 0.05) + 710
= 60 * 5.786 + 710
= 347.16 +710
= 1057
Answer: Its D. Save your document Frequently
Explanation: Hoped i helped!
Answer:
$1,720
Explanation:
Total annual premium for both Karen and Mike = $400 + $600 = $1,000
If they insured both cars with the same company, they would save 15% on the annual premiums -> the annual saving = 15% * $1,000 = $150
We use formula FV to calculate the future value of annual payment:
= FV(rate, number of payment, - payment) = FV(3%,10,-150) = $1,720