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A client comes to you thinking about starting a consulting business. Your client is specifically interested in what type of entity should be created for this new business. Based on your readings, or any additional research you may have done, discuss the advantages and disadvantages of the following: sole proprietorship, partnership, and corporation. Based on these advantages and disadvantages, provide a clear recommendation to your client.

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On November 11, 2015, ABI-Inbev agreed to acquire SABMiller in a transaction valued at $107 billion. Search the Internet for more information about this merger e.g. this NY Times article . and answer

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On November 11, 2015, ABI-Inbev agreed to acquire SABMiller in a transaction valued at $107 billion. Search the Internet for more information about this merger e.g. this NY Times article . and answer

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Grantham University Hypothesis Testing Procedure Questions

This week, we are going through the hypothesis testing procedure.
List each step of hypothesis testing, and for each step, ...

Grantham University Hypothesis Testing Procedure Questions

This week, we are going through the hypothesis testing procedure.
List each step of hypothesis testing, and for each step, in no less than two sentences, provide details on what is done in each step.
After some consideration, the CEO of ABC Enterprises determined that the mean meal expenditure for the population is really about 57 dollars per day. Accountant X in ABC Enterprises has been collecting receipts from the company’s travelers, and 57 dollars “felt wrong” to her. She had receipts from 10 employees on her desk. Upon averaging them, she found that the mean daily expenditure was 62 dollars with a standard deviation of 3 dollars. She set alpha ? at 0.05.
We are going to conduct a hypothesis test to determine if the mean expenditure is different than 57 dollars.
What is the null hypothesis?
What is the alternative hypothesis?
Is this test one-tailed, or two-tailed, and how do you know?
Should this test use t or z, and how do you know?
Show the math and compute your test statistic (z or t).
Should the null hypothesis be rejected or failed to be rejected? Why?
What is your conclusion? Is the accountant correct?
Week 6 Assignment
1.Explain Type I and Type II errors.
2.Explain what a p-value is, and explain how it is used to test a hypothesis.
3.Fully explain the steps in hypothesis testing using the p-value method.
4.How do we decide whether to use a z test or a t test in hypothesis testing?
5.Work through this hypothesis test using the prompts.
A sample of 17 account balances of credit company showed a mean of customer balance of $4,450, but the marketing manager claimed that the mean valance for the population was $4,325. The marketing manager did NOT have the population standard deviation, but the sample standard deviation was found to be $500. Use the p-value approach to conduct a full hypothesis test (all steps) that can be used to determine whether the mean of all account balances is significantly difference from $4,325. Let ? = .05.
To help you go through the steps of hypothesis testing, follow these prompts:
The null hypothesis is
The alternative hypothesis is
I will use a (choose 1: t / z) in my formula because
I have calculated the value of t (or z) to be
I have used t (or z) to get the value of p (most likely from a chart or computer printout).
My p value is
Alpha, which is given in the problem, is
When I compared p to alpha, p is (choose 1: greater than/less than) alpha.
Because of this, I know I should (choose 1: reject/fail to reject) my null hypothesis.
Choose one: The mean balance is different than $4325 / The mean balance is NOT different than $4325.
6.Work through this hypothesis test using each step of hypothesis testing. You may want to borrow the steps from the previous problem.
A sample of 51 homes for sale in ABC City showed a mean asking price of $258,000, but the city claimed that the mean asking price for the population was $249,000. The population standard deviation of all homes for sale was $19,000. Use the p-value approach to conduct a full hypothesis (all steps – follow the guidance in the last problem) that can be used to determine whether the mean asking price is significantly greater than $249,000. Let ? =. 05

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Most Popular Content

6 pages

Recruitment Proposals For Pilots

The first recommended source for recruiting pilots is internet sources such as social media, websites, and job boards. The ...

Recruitment Proposals For Pilots

The first recommended source for recruiting pilots is internet sources such as social media, websites, and job boards. The resumes generated in social ...

Article:https://www.nytimes.com/2016/09/29/business/dealbo..., please research more information for this news.Why do you t ...

Article:https://www.nytimes.com/2016/09/29/business/dealbo..., please research more information for this news.Why do you think ABI-Inbev proposed to acquire SABMiller? What benefit is expected from the acquisition? (5 points)Why would ABI-Inbev agree to sell certain assets/brands to other firms e.g their 59 percent stake in MillerCoors? What other challenges does the firm have in this merger deal? (5 points)How will the merger affect the U.S. beer industry? How should competitors e.g. Molson Coors respond? (5 points)

Grantham University Hypothesis Testing Procedure Questions

This week, we are going through the hypothesis testing procedure.
List each step of hypothesis testing, and for each step, ...

Grantham University Hypothesis Testing Procedure Questions

This week, we are going through the hypothesis testing procedure.
List each step of hypothesis testing, and for each step, in no less than two sentences, provide details on what is done in each step.
After some consideration, the CEO of ABC Enterprises determined that the mean meal expenditure for the population is really about 57 dollars per day. Accountant X in ABC Enterprises has been collecting receipts from the company’s travelers, and 57 dollars “felt wrong” to her. She had receipts from 10 employees on her desk. Upon averaging them, she found that the mean daily expenditure was 62 dollars with a standard deviation of 3 dollars. She set alpha ? at 0.05.
We are going to conduct a hypothesis test to determine if the mean expenditure is different than 57 dollars.
What is the null hypothesis?
What is the alternative hypothesis?
Is this test one-tailed, or two-tailed, and how do you know?
Should this test use t or z, and how do you know?
Show the math and compute your test statistic (z or t).
Should the null hypothesis be rejected or failed to be rejected? Why?
What is your conclusion? Is the accountant correct?
Week 6 Assignment
1.Explain Type I and Type II errors.
2.Explain what a p-value is, and explain how it is used to test a hypothesis.
3.Fully explain the steps in hypothesis testing using the p-value method.
4.How do we decide whether to use a z test or a t test in hypothesis testing?
5.Work through this hypothesis test using the prompts.
A sample of 17 account balances of credit company showed a mean of customer balance of $4,450, but the marketing manager claimed that the mean valance for the population was $4,325. The marketing manager did NOT have the population standard deviation, but the sample standard deviation was found to be $500. Use the p-value approach to conduct a full hypothesis test (all steps) that can be used to determine whether the mean of all account balances is significantly difference from $4,325. Let ? = .05.
To help you go through the steps of hypothesis testing, follow these prompts:
The null hypothesis is
The alternative hypothesis is
I will use a (choose 1: t / z) in my formula because
I have calculated the value of t (or z) to be
I have used t (or z) to get the value of p (most likely from a chart or computer printout).
My p value is
Alpha, which is given in the problem, is
When I compared p to alpha, p is (choose 1: greater than/less than) alpha.
Because of this, I know I should (choose 1: reject/fail to reject) my null hypothesis.
Choose one: The mean balance is different than $4325 / The mean balance is NOT different than $4325.
6.Work through this hypothesis test using each step of hypothesis testing. You may want to borrow the steps from the previous problem.
A sample of 51 homes for sale in ABC City showed a mean asking price of $258,000, but the city claimed that the mean asking price for the population was $249,000. The population standard deviation of all homes for sale was $19,000. Use the p-value approach to conduct a full hypothesis (all steps – follow the guidance in the last problem) that can be used to determine whether the mean asking price is significantly greater than $249,000. Let ? =. 05

TAMU Honolulu Rail & New Jersey Kills Hudson River Tunnel Project Case Study

Answer the below questions after reading the respective case studies:Case 13.3 “Dear Mr. President—Please Cancel our P ...

TAMU Honolulu Rail & New Jersey Kills Hudson River Tunnel Project Case Study

Answer the below questions after reading the respective case studies:Case 13.3 “Dear Mr. President—Please Cancel our Project!”: The Honolulu Elevated Rail ProjectWhy are public works projects like the Honolulu Rail project nearly impossible to stop once they have been approved, even if later cost estimates skyrocket?Project Management researchers have charged that many large infrastructure projects, like this one, suffer from “delusion” and “deception” on the parts of their advocates. Explain how “delusion” might be a cause of ballooning budgets in this project. How does “deception” affect the final project budget overruns?Case Study 14.1—New Jersey Kills Hudson River Tunnel ProjectHow would you respond to the argument that it is impossible to judge how successful a project like this one would have been unless you actually do it?Take a position, either pro or con, on Christie’s decision to kill the ARC. Develop arguments to support your point of view.In your opinion, how clearly must a large infrastructure project like ARC have determined its need, costs, and so forth before being approved? If the criteria are too stringent, what is the implication for future projects of this type? Would any ever be built?

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