Management plan case 2

Your facility is a large children’s hospital in north Texas. Until recently your facility was part of a larger health care facility run by the state. The facility is now corporately owned and operated. During this reorganization period a major fire occurred at a local elementary school. Over 100 injured children were sent to your facility for care. You encountered many problems: care was delayed and inappropriate for many children because of the nature of their injuries due to lack of parental consent for treatment and smoke inhalation and burns.

Your task is to develop a disaster plan specifically to address the deficiencies and to reshape your public image following the fire at the elementary school.

Having done poorly on their Math final exams in​ June, six students repeat the course in summer school and take another exam in August. If these students are representative of all students who might attend this summer school in other​ years, do these results provide evidence that the program is​ worthwhile? Use a = 0.05. Assume all conditions and assumptions have been satisfied.

Student   June    August
A   52   49
B   52   68
C   68   74
D   70   66
E   65   73
F   64   75

Calculate the test statistic.

t = _ ? (Round to three decimal places as​ needed.)

Calculate the​ P-value

P-value = _ ? (Rounding to four decimal places.)

The College Board American College Testing Program reported a population mean SAT score of 1020, with a standard deviation of 100. a. Let’s say a local school wants to estimate their senior class average SAT score at 90% confidence within 10 points, how many student scores should they sample? 1 pt. b. Let’s say that they sample 49 scores. What is the probability that this school’s would get a sample average of 1015 or worse, if they actually have a true average the same as the national mean of 1020? 1 pt. c. What should the local school report for their average SAT at 90% confidence, if they got a sample average of 1015? 1 pt.

2. One of the major differences between a for-profit (FP) and not-for-profit (NFP) hospital is:

3. The majority of the United States population is covered through the following:

1. By 2025, there will be a shortage of 52,000 primary care physicians. The most significant cause of this shortage is:

   		Geographic maldistribution
   		Specialty maldistribution
   		A decline in medical school students
   		Failure to increase medical school enrollment in alignment with demographic growth

An organization surveyed 613 high school seniors from a certain country and found that 325 believed they would not have enough money to live comfortably in college. The folks at the organization want to know if this represents sufficient evidence to conclude a majority​ (more than 50​%) of high school seniors in the country believe they will not have enough money in college. ​(a) What does it mean to make a Type II error for this​ test? ​(b) If the researcher decides to test this hypothesis at the alpha equals 0.05 level of​ significance, compute the probability of making a Type II​ error, beta​, if the true population proportion is 0.55. What is the power of the​ test? ​(c) Redo part​ (b) if the true population proportion is 0.57.

Sweet Air Filtration Products Company, a major supplier of air filters sold throughout the United States, employs one hundred workers at its principal manufacturing plant. The plant is located in Thunder Bay, which has a population that is 50 percent white and 25 percent African American, with the balance Hispanic American, Asian American, and others. Sweet Air requires a high school diploma as a condition of employment for its cleaning crew. Three-fourths of the white population completed high school, compared with only one-fourth of those in the minority groups. Sweet Air has an all-white cleaning crew.

Has Sweet Air violated the Civil Rights Act? Explain your answer.

A) You want to estimate what percent of a school has a dog so you survey 50 people. 20 tell you they have a dog at home. What is your best guess at the true proportion of people who have a dog at home? What is your 95% confidence interval? Your 90% confidence interval? How many people would you need to survey to have a 95% confidence interval of 5% in length.

B) You ask the 20 people with dogs how much their dog weighs. You get a mean response of 30lbs with a standard deviation of 8lbs. What is your 95% confidence interval for the average weight of the school student's dog?

Lionel is an unmarried law student at State University Law School, a qualified educational institution. This year Lionel borrowed $24,000 from County Bank and paid interest of $1,440. Lionel used the loan proceeds to pay his law school tuition. Calculate the amounts Lionel can deduct for interest on higher education loans under the following circumstances:

Lionel's AGI before deducting interest on higher-education loans is $50,000. What is the deductible Interest Expense?

Lionel's AGI before deducting interest on higher-education loans is $74,000. What is the Deductible Interest Expense?

Lionel's AGI before deducting interest on higher-education loans is $90,000. What is the Deductible Interest Expense?

Given the following specification, design a class diagram using PlantUML. To design the class diagram, use abstract, static, package, namespace, association, and generalization on PlantUML

Specification:

• A school has a principal, many students, and many teachers. Each of these persons has a name, birth date, and may borrow and return books. The book class must contain a title, abstract, and when it is available. Teachers and the principal are both paid a salary.
• A school has many playgrounds and rooms. A playground has many swings. Each room has many chairs and doors. Rooms include offices, restrooms, classrooms, and a cafeteria. Each classroom has many computers and desks. Each desk has many rulers.