Answer:
a)$103.309 million initially b)$83.309 million c)240070 bonds more
Here is the complete question:
A firm with an A rating plans to issue one million units of a 10 year-4% bond with face value $100. After the financial crisis this firm is downgraded to a B rating. The yield curve increases 0.2% per year. The yield for year 1 is y1=1%, for year 2 is y2=1.2%, y3=1.4% and so on and y10=2.8%. The default spreads are given in the table below.
(a) What is the initial amount (before downgrading) the firm wants to raise?
(b) How much can this now B rated firm raise?
(c) If the firm wants to raise the planned amount, how many more bonds does it issue?
Rating Default spread
AAA 0.20%
AA 0.40%
A+ 0.60%
A 0.80%
A- 1.00%
BBB 1.50%
BB+ 2.00%
BB 2.50%
B+ 3.00%
B 3.50%
B- 4.50%
CCC 8.00%
CC 10.00%
C 12.00%
D 20.00%
Explanation: The explanation is found in the attachment
<span>Since the business owner, by definition, is the person who controls all those assets and is responsible for them, he/she can take parts of them home if they so choose. This is a way to manage resources, especially if those resources are still useful in some way.</span>
Form10-Q is the SEC filing form that accompanies quarterly financial report and might be what you are referring to.
Answer: That you are qualified for the job role
Explanation:
Certifications allows an employees to show a current or future hiring manager that they possess the skill set and expertise needed for the job.
They help the employers hire the most competent and qualified personnel for the job as it shows you know your way around the job. And when that certification is now backed by real world on the job experience, this gives the hiring manager a sense of security.
Answer:
P(13,2) = 169
Explanation:
We have to calculate the combinations for left and right shoe considering is not the same having a right shoe blue and left red than having a right shoe rend and a left red.
there are 13 pairs from whcih she will take a single pair:
where:
n = number of pair = 13
r = shoes = 2 (one on each foot)
P(13,2) = 169
