Discussion: Answer each section below in separate paragraphs.
C. 2. Are there any exceptions to this law? Explain why or why not.
In: Economics
Explain your work
Explain your work.
Explain your work
Explain your work
Explain your work
In: Accounting
Pick a pure risk (except fire). Discuss how close to an ideally insurable risk is your choice. Make sure you mention each of the requirements for an ideally insurable risk.
2. Discuss how adverse selection could impact the insurability of that risk.
3. Add a section on how insuring that risk is not gambling.
4. Conclude your paper.
You will be graded on your use of the vocabulary in this course and your content. So, use words found in your text in the paper for the strongest grade. Place the paper in this Dropbox
In: Finance
A DC shunt motor is designed without compensating windings. If there is no compensating winding then the effect of armature reaction will exist. What effect does armature reaction have on the torque-speed characteristic of a shunt DC motor? Explain mathematically in detail. What can be done to remove this problem completely?
In: Electrical Engineering
Directions: Conduct research on the effectiveness of company celebrations. Research a specific company or use your current employer and answer the following questions in a 2 page response:
• What are 3 specific findings from your research
about the effectiveness of company celebrations? Be sure to cite
your sources.
• From your research, how effective are recognition or celebration
experiences for an organization?
• What does the company or your current employer do to recognize
extraordinary accomplishments? Provide a specific example of how
this accomplishment led to a particular “movement” or “change” in
thoughts and actions at the company. Explain.
• How does your research on the effectiveness of company
celebrations compare to what you have personally experienced? Give
at least 2 specific examples.
In: Math
1)The methods used by business can impact the productivity of
the factors of production. Explain why this should be a concern for
anybody who earns an income.
2)What are the differences between the equity financing of
business and debt financing?
3)Review industrial employment trends in your home state. What are the growing industries in your area? What areas are shrinking?
In: Economics
A movie director wishes to determine whether there is a
difference in the type of movies selected by males and
females for Wisconsin International University College Students. A
random sample provides the data given
here.
| Gender | Fiction | Romance | Thriller | Total |
| Male | 24 | 20 | 19 | 63 |
| Female | 13 | 14 | 20 | 47 |
(a) State your alternative hypothesis.
(b) State your null hypothesis.
(c) Compute the appropriate value for the test statistics
(d) A p-value of 0.335 was found. What can you conclude about
the relationship between type of movies and gender?
In: Statistics and Probability
A movie director wishes to determine whether there is a
difference in the type of movies selected by males and females for
Wisconsin International University College Students. A random
sample provides the data given here.
Type of Movie
Gender Fiction Romance Thriller total
Male 24 20 19 63
Female 13 14 20 47
(a) State your alternative hypothesis.
(b) State your null hypothesis.
(c) Compute the appropriate value for the test statistics
(d) A p-value of 0.335 was found. What can you conclude about
the relationship between type of movies and gender?
In: Statistics and Probability
Determine if there is sufficient evidence to conclude the average amount of deaths is equal to 6000 in the United States and territories at the 0.10 level of significance.
|
Summary Table for Deaths |
|
|
AVERAGE |
4,292 |
|
MEDIAN |
3,085 |
|
STANDARD DEVIATION |
4292.71585 |
|
MAX |
20,895 |
|
MIN |
316 |
In: Statistics and Probability
Determine if there is sufficient evidence to conclude the average amount of deaths is equal to 6000 in the United States and territories at the 0.10 level of significance. N=52
|
Summary Table for Deaths |
|
|
Mean |
4,001 |
|
Median |
2,961 |
|
Standard Deviation |
3986 |
|
Minimum |
278 |
|
Maximum |
19,319 |
In: Statistics and Probability