LP3.2 Assignment: Stroke Patient Prepare a 3-4 page, double-spaced paper (cite 3-4 reliable sources) that addresses the following scenario: Your neighbor's father has just had a stroke and is in the hospital. She has called upon you to consult with her, and gather information about alternative services they may use when he comes home to live with her. He is paralyzed on one side and must use a wheelchair. You report to her as a health care professional helping her with discharge planning. In this paper, you will detail: • all the options available based on his condition and her ability as a single, working woman to care for him • payment criteria and options in the continuum for her to consider such as rehabilitation, ADS, nursing facilities, assisted living, home health, etc. Submit this assignment to your instructor via the dropbox “LP3.2 Assignment: Stroke Patient.” This assignment is worth 60 points and will be graded according to the scoring guide below.

Question about IQR(Interquartile Range)

1) could you please give some vivid example to explain what is IQR? like in what circumstance we use it and how to use it?

2) what's the difference and connection between quantile and quartile?

Thanks a lot

If a citizen of Ireland is selected at random, the probability they have red hair is 0.11. If several citizens are selected, assume it is done one at a time with replacement and consecutive selections are independent of each other. n=6 citizens will be randomly selected.

14a) What is the probability all six citizens will have red hair?

14b) What is the probability at least one will have red hair?

14c) What is the probability the first four randomly selected citizens will have red hair and the last two will not?

14d) What is the probability exactly 4 of the 6 citizens will have red hair? Hints:
What is the difference between this question and the last one? How many different ways can 4 “reds” and 2 “not-reds” be ordered?

Week 2 Tasks This week, you will develop a needs statement, which provides factual information for understanding the health problem. A problem statement is one of the most crucial parts of your concept paper. This is the first section your audience will read, and it will set the tone for your proposed program. A well-written problem statement should include the nature of the problem, who the problem affects, the current impact of the problem, and future consequences of the problem, if left unaddressed. Continuing with the Microsoft Word report you created in W1 Assignment 3, add 2–4 pages to the report covering the following:

Use diabetes as the heathcare problem

Explain the public health problem your program will address using factual information.

Define the public health problem. Describe the adverse effects of the problem on public health and well-being.

Provide detailed and specific data on the problem and the community in which the project will be implemented.

Explain the anticipated improvements in health outcomes upon successful implementation of the program.

• Use the Internet to research a publicly traded company that received an unqualified audit report from external auditors and faced accusations of reporting false or misleading accounting information.
• Discuss the departures from generally accepted accounting principles (GAAP) that you have researched, and give your opinion as to whether or not the Public Company Accounting Oversight Board (PCAOB) should levy sanctions against the CPA firm for issuing the unqualified report.
• Identify the sanctions and section of the report the company should have modified to address departures from GAAP. Support your position.
• Compare the code of professional conduct for CPAs to the code of professional conduct for accountants who are non-CPAs.
• Determine the major ethical issues created by the mergers of public accounting firms with non-CPA firms that perform accounting services. Explain your rationale.

On June 15, 2018, Chang purchases $2,537,000 of equipment (7-year property) for use in her business. It is her only purchase of business property in 2018. Chang has taxable income from her business of $2,500,000 before any cost recovery.

Click here to access depreciation Table 8-2.

a.  Assuming Chang does not elect Section 179 and elects out of bonus depreciation, what is her total 2018 cost recovery?
$

b.  Assuming Chang elects the maximum Section 179 deduction allowable and elects out of bonus depreciation, what is her total 2018 cost recovery?
$

c.  Assuming Chang elects the maximum Section 179 deduction allowable and does not elect out of bonus depreciation, what is her total cost recovery?
$

d.  Assuming Chang does not elect Section 179 deduction allowable and does not elect out of bonus depreciation, what is her total cost recovery?
$

• Suppose reaction time for drag racers is know to be on average 50 ms with a standard deviation of 10 ms and that reaction time is normally distributed.

1. • What is the reaction time that separates the fastest 10% of racers from the rest?
2. What is the interval that contains the middle 95% of racers?
3. Above what value would you expect to find the slowest 60%?

Can you please explain in detail? plus i know for this problem we have to use this formula X= z x standard deviation + mean. Where do i get the z for this problem? i know the mean and Standard deviation but where am i supposed to get the Z?

The City of Oxbow General Fund has the following net resources at year-end: $253,000 unexpended proceeds of a state grant required by law to be used for health education. $13,000 of prepaid insurance. $603,000 rainy day fund approved by city council for use under specified circumstances. $202,000 budget stabilization fund to be used in the event of revenue shortfall. $279,000 provided for contractual obligations for capital projects. $29,000 unexpended proceeds of a tax required by law to be used for emergency 911 services. $1,625,000 total fund balance. Required: Prepare the fund balance section of the Balance Sheet.

The authors of a paper describe an experiment to evaluate the effect of using a cell phone on reaction time. Subjects were asked to perform a simulated driving task while talking on a cell phone. While performing this task, occasional red and green lights flashed on the computer screen. If a green light flashed, subjects were to continue driving, but if a red light flashed, subjects were to brake as quickly as possible. The reaction time (in msec) was recorded. The following summary statistics are based on a graph that appeared in the paper.

n = 49     

x = 525

     s = 70

(a)

Construct a 95% confidence interval for μ, the mean time to react to a red light while talking on a cell phone. (Round your answers to three decimal places.)

Interpret a 95% confidence interval for μ, the mean time to react to a red light while talking on a cell phone.

There is a 95% chance that the true difference in the mean time to react to a red light while talking on a cell phone is directly in the middle of these two values. There is a 95% chance that the true mean time to react to a red light while talking on a cell phone is directly in the middle of these two values.     We are 95% confident that the mean time to react to a red light while talking on a cell phone is between these two values. We are 95% confident that the true mean time to react to a green light while talking on a cell phone is directly in the middle of these two values. We are 95% confident that the true mean time to react to a green light while talking on a cell phone is between these two values.

(b)

What assumption must be made in order to generalize this confidence interval to the population of all drivers?

The assumption that the subjects of the experiment formed a random sample from the population of drivers. The assumption that the subjects of the experiment formed the population of drivers.     The assumption that the experiment captured the population of drivers. The assumption that the subjects of the experiment formed the population of distracted drivers. The assumption that the subjects of the experiment formed a random sample from the population of distracted drivers.

(c)

Suppose that the researchers wanted to estimate the mean reaction time to within 6 msec with 95% confidence. Using the sample standard deviation from the study described as a preliminary estimate of the standard deviation of reaction times, compute the required sample size. (Round your answer up to the nearest whole number.)

n =

You may need to use the appropriate table in Appendix A to answer this question.

You are asked to trace the effects of such a mutation from the level of nucleotide sequence all the way to cell function.

Part 1: Name and describe at least 2 varieties of mutations that occur at the single nucleotide level.

Part 2: Remember the Central Dogma? Be able to step through the effects of this type of mutation from changes in nucleotide sequence to changes in protein structure and function to changes in cell function (from DNA to RNA to protein).

Part 3: Following (b) above, given a mutation in a specific protein that we’ve talked about, for instance: cytochrome C, chlorophyll, or the proton pump, what would be the possible effects on cell function resulting from this specific mutation? Explain in detail.