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>1. </span>Employ
a business that caters the needs of people such as owning a gymnasium. That way
it improves the quality of life of a person.
<span>2. </span>Basing
on the example above, it does not engage into any harmful practice.
<span>3. </span>Your
decision will depend on increasing the fee of gym users or improving the
interior design of your gym
<span>4. </span><span>It
provides support to the employee because they can interact with the gym users
and can use the gym too</span>
Answer: Leanne is a journalist
Kaitlyn is a real estate agent
Raphael is cashier
Deon is a vendor
Answer: Integrity
Explanation:
Integrity isn't only a value in itself but a value that guarantees other values. Integrity means to be true to ones values and act in accordance to those values.
A person with integrity has ethical principles and always does the right thing. Employees like people who have integrity Workers build relationships based on integrity.
Answer:
The probability that a randomly selected graduate will have a starting salary of $50,000 or more is 10.56%
Explanation:
The formula for calculating a z-score is:
Z=
Where:
x=Score in this case is $50,000
μ=Mean or average of the salary: $45,000
σ= standard deviation of $4,000.
Z=
Z= 1.25
This value has an associated probability of 0.8944= 89.44%, this means 89.44% of graduates will have a starting salary of $50,000 or less.
But if we want to know the probability that the graduate has a salary of $50,000 or more, taking into account a population of 100%=1
1-0.8944= 0.1056
Which represents that 10.56% of population of graduates will earn $50,000 or more.