John J. is a school nurse at Jackson Elementary School, which was built in 1960. Nurse John hasnoticed that many students from Ms. Zee’s second grade class have come to the clinic
complaining about coughing, sneezing, runny nose, and watery eyes. Nurse John has also observed that Steven Tea, the only asthmatic student in Ms. Zee’s class, has had more asthma
attacks this year than he did last year. Because the rest of the school is not experiencing the same respiratory problems, Nurse John is concerned that something in Ms. Zee’s classroom is
causing students to feel ill.
Nurse John decides to visit Ms. Zee’s classroom. Upon entering the classroom, one of the few located in the school’s basement, John is struck by the powerful musty smell that inhabits the
room. While talking to Ms. Zee, John learns that the classroom has “smelled bad for years,” and that students from previous years have complained about respiratory problems. Nurse John notes that Ms. Zee has stuffed a blanket at the base of the classroom’s small rectangular window near the ceiling because the window does not close completely. John suspects that Ms. Zee’s classroom walls are contaminated with mold. Upon further research, Nurse John learns that if water gets between the exterior and the interior of a building’s wall, mold can grow in the moist environment. This situation can occur as the result of construction defects in the building (e.g., leaky windows). Nurse John also learns that people who are exposed to extensive mold growth may experience allergic reactions, such as hay fever-like allergy symptoms, and that people who already have a chronic respiratory disease, such as asthma, may experience difficulty breathing when exposed to mold. Nurse John is concerned about the possible mold contamination effect on his asthmatic student, Steven.

DIRECTION: Using Nursing process you are assign to make a Community Care Plan, your main focus Of your nursing care plan is to facilitate standardized, evidence-based and holistic care.

Format

Introduction
- Introduction about the problem

Body
- Assessment
- Community Diagnosis or statement of the problem:

Recommendation:

Anthony Johnson is a marketing executive with a substantial investment portfolio that he has built over the years from savings. He owns shares in National Savings, a large local bank. A close friend and golfing partner, John Stansfield, is a senior executive at National. National has seen its stock price drop considerably, and the news and outlook are not good. In a conversation about the economy and the banking industry on the golf course, Stansfield mentions that National will surprise the investment community in a few days when it announces excellent earnings for the quarter. Johnson is pleasantly surprised by this information, and thinking that Stansfield, as a senior executive, knows the law and would not disclose any illegal inside information, he doubles his position in the bank's shares. Subsequently, National announces that it had good operating earnings but had to set aside reserves for anticipated significant losses on its loan portfolio in the next quarter. The combined news causes the stock to go down (instead of up) almost 20%.

did Anthony Johnson and/or John Stansfield violate any of the ethical rules? Explain why or why not.

IN MATLAB,

Create a 8x8 magic matrix. Then use MATLAB built in function, sum, to calculate the sum of each column. Use subscript notation to find the 6th element and the last element of each magic square. Find the maximum of all the elements in each magic square.

A new wastewater treatment plant was built to treat the wastewater flow 800,000 gpd. The capital cost to build the wastewater treatment plant was $6,000,000. The annual operation and maintenance costs of operating the plant is $700,000/year. Estimate the cost of treating 1000 gallons of wastewater ($/1000 gallon). Assume the design life as 20 years and interest rate of 4%.

1A) Nicholas has built a 16,000 dollar stock portfolio with a beta of 1.2, an expected return of 10.8 percent, and a standard deviation of 25%. Melinda also has a 16,000 dollar portfolio, but it has a beta of 0.8, an expected return of 9.2 percent, and a standard deviation that is also 25%. The correlation coefficient between Nicholas' and Melinda's portfolios is zero. If Nicholas and Melinda marry and combine their portfolios, which of the following best describes their combined $32,000 portfolio?

- The combined portfolio's expected return will be greater than the simple weighted average of the expected returns of the two individual portfolios, 10.0%.

- The combined portfolio's standard deviation will be equal to a simple average of the two portfolios' standard deviations, 25%.

- The combined portfolio's beta will be equal to a simple weighted average of the betas of the two individual portfolios, 1.0; its expected return will be equal to a simple weighted average of the expected returns of the two individual portfolios, 10.0%; and its standard deviation will be less than the simple average of the two portfolios' standard deviations, 25%.

- The combined portfolio's standard deviation will be greater than the simple average of the two portfolios' standard deviations, 25%.

1B) Stock A has an expected return of 11 percent, a beta of 0.9, and a standard deviation of 15 percent. Stock B also has a beta of 0.9, but its expected return is 9 percent and its standard deviation is 13 percent. Portfolio AB has $900,000 invested in Stock A and $300,000 invested in Stock B. The correlation between the two stocks' returns is zero. Which of the following statements is CORRECT?

- The stocks are not in equilibrium based on the CAPM; if A is valued correctly, then B is overvalued.

- Portfolio AB's expected return is 11.0%.

- The stocks are not in equilibrium based on the CAPM; if A is valued correctly, then B is undervalued.

- Portfolio AB's beta is less than 1.2.

1C) Suppose you obtain the following information regarding Companies Facebook and Uber:

• Company Facebook has a higher expected return than Company Uber.
• Company Facebook has a lower standard deviation of returns than Company Uber.
• Company Facebook has a higher beta than Company Uber.

Given this information, which of the following statements is CORRECT?

- Company Facebook's stock is a better buy than Company Uber's stock.

- Company Facebook has more diversifiable risk than Company Uber.

- Company Facebook's returns will be negative when Uber's returns are positive.

- Company Facebook has a lower coefficient of variation than Company Uber.

4. Timco airlines is a large airplane maker. It recently built the T123. It can carry 500 passengers on two levels. Initial project investments were $13B. Assume that the initial investment was paid on Dec 31, 2010. Assume that Timco will produce 60 aircraft per year for five years. Each aircraft will be sold for $230M and total operating costs are 75% of revenues. Assume that revenues and costs occur at year-end with the first revenues (and costs) occurring on Dec 31, 2011. What is the NPV of the project if Timco’s cost of capital is 11%? Calculate the NPV as of Dec 31, 2010. Ignore taxes and assume that there are no terminal year cash flows. Show your work, as appropriate and clearly state your answer (5 points) 5. What is the payback period for the Timco investment outlined in #4? What does the payback period calculation mean? In other words, interpret your answer. 6. What is the Profitability Index as of Dec 31, 2010 for the Timco investment outlined in #4? 7. Timco’s CFO wants you to provide a recommendation – but based on only one of the three sets of analysis above (either NPV, Payback or Profitability Index). Which method do you choose? Why?

Using built in R functions to calculate mean and standard deviation. Simulate the X vector with a length of 50 from a normal distribution with mean 2 and variance 1. Using a for() loop, create 100 different confidence intervals and also create a variable that keeps a count of how many of these confidence intervals contain the true mean 2. Hint: Use If/else statement to keep track of whether the confidence interval contains the true mean or not within the loop. Use set.seed(i) (i.e., i in 1:100) to make sure that other people can reproduce your results and also you have different results for different replications. Print (count/100) at the end. If your solution is less than 95%, what actions can you do to improve the results? Demonstrate it using R.

Which of the following statements accurately describes Integral Leaders?

Correct Answer It is built for complexity, designed for leading change within complex systems amid volatile, ambiguous, and rapidly changing environments.

Correct Answer The leader is capable of working effectively with people of all types and with people at every stage of Leadership Development.

Correct Answer ?The Leader has the ability to hold large conflicts, opposite visions, and redundant polarities in tension without reacting to them, trying to problem-solve them, or turning them into win-lose battles.

Correct Answer The Leader is in full possession of the entire array of gifts, strengths, and competencies that are required to lead effectively.

Correct Answer ??All of the above.

Suppose that you have built a simple portfolio based on allocating 70% of your funds in a mix of S&P 500 index shares and the remaining 30% of your funds in a mix of utility sector shares. If we denote the monthly return for S&P 500 index by X and the monthly return for utility index by Y , then the portfolio monthly return variable will be R = 0.7X + 0.3Y.

(a) Knowing that ??= 0.298%, ??= 0.675%, ??= 4.453%, ??= 4.403% and the correlation between X and Y is corr(X; Y ) = ??? = 0.495, compute the expected monthly return on your portfolio and the variability in your portfolio's monthly return as measured by its variance and standard deviation.

(b) Recalculate the variance and standard deviation of the return on your portfolio knowing that the two variables are uncorrelated.

(c) Compute the variance and standard deviation of the return on your portfolio knowing that the two variables are perfectly positively correlated.

(d) Compute the variance and standard deviation of the return on your portfolio knowing that the two variables are perfectly negatively correlated.

(e) Suppose you do not know the exact mean returns for your variables X and Y and based on a year's worth of previous data, somebody estimated for you a 95% confidence interval for the mean return of your portfolio. The reported interval is [0.377%; 0.453%]. Based on this information is it true that P(?? ∈ [0.377%; 0.453%]) = 0.95. Explain.

during 2016, Liang's bookstore paid $484,000 for land and built a store in Georgetown. prior to construction, the city of Georgetown charged Liang's $1,300 for a building permit, which Liang's paid. Liang's also paid %15,300 for architect's fees. the construction cost of $685,000 was fascinated by a long-term note payable with interest cost of $28,220 paid at completion of the project. the building was completed June 30, 2016. Liang's depreciates the building by the straight-line method over 35 years with estimated residual value of $336.000.

requirements:

1. journalize transaction for the following

a. purchase of the land

b. all the cost chargeable to the building in a single entry

c. depreciation on the building for 2016

2. report Liang's bookstore's plant assets on the company's balance sheet at December 31, 2016.

3. what's Liang's income statement for the year ended December 31, 2016, report for these facts