At the beginning of the year, Robinson County acquired a new storage building under a capital lease agreement.

An initial payment of $700,000 is made to start the lease with four subsequent payments for the same amount at the end of each year starting in late 20X7.

The total lease payment amount for the duration of the lease is $3,500,000.

The present value of the lease at the inception is $3,485,000, including the initial payment. The county borrowed the funds for four years at an annual interest rate of 7%.

At the creation of the lease, the building’s fair value is $3,700,000.

Required:

Evaluate the classification of the building as a capital lease. Discuss if this is the proper classification and how you concluded on this classification.

Prepare the journal entries in the capital projects fund, the debt service fund, and the governmental activities journal for the beginning of the lease.

Prepare the journal entries in the debt service fund and governmental activities journal for the end of the initial year payment.

At the end of the initial year, what financial statement(s) would be prepared to show the assets and the liabilities pertaining to the capital lease? What is the total that would be reported in the liability section of this financial statement?

Paper Requirements:

Submit your responses to the questions in a 3-5-page Microsoft Word document. Label each question clearly. Include computations in a table and show work.

For written answers, ensure your responses are well-written.

Complete the following chapter review exercise out of your textbook:

• Exercise 2 (a–i), p. 338

In this exercise, you will practice the steps of working through a hypothesis–testing problem.

You will submit a Microsoft Word document with your answers to the questions.

2. In a study of smokers who tried to quit smoking with nicotine patch therapy, 39 were smoking on year after the treatment, and 32 were not smoking one year after the treatment (based on data from “high dose nicotine patch therapy, “by Dale et al. Journal of the American Medical Association, Vol 274, No 17). We want to use a 0.05 significance level to test the claim that among smokers who try to quit with nicotine patch therapy, the majority are smoking a year after the treatment.

1. What is the null hypothesis
2. What is the alternative hypothesis
3. What is the value of the standard score for the sample proportion?
4. What is the critical value?
5. What is the P-value?
6. What do you conclude? (Be sure to address the original claim that among smokers who try to quit with nicotine patch therapy, the majority are smoking a year the treatment.)
7. Describe a type I error for this test
8. Describe a type II error for this test
1. What is the P-value if the claim is modified to state that the proportion is equal to 0.5?

1. Practice with the best case:You are the central banker, and you have to decide how fast the money supply should grow. Your economy gets hit by the following AD shocks and your job is simply to neutralize them: Just push money growth in the opposite direction of the shock. In all of the following cases, assume that there’s no change whatsoever to the potential growth rate, and assume that before the shock, you’re at your optimal inflation rate and optimal real growth rate. (Yes, this really is the best case!) These are all shocks, so think of each case study as preceded by the word, “Suddenly. . . .” Given the shocks to ?v , should the central bank react by raising money growth or by cutting money growth?

a. Investors become pessimistic about future profit opportunities.

b. State governments increase spending on schools, prisons, and health care.

c. The federal government passes a national sales tax.

d. The federal government increases military spending.

e. Foreigners buy fewer American-made airplanes and movies.

f. American consumers start buying fewer domestically made Hondas and more imported Hondas.

g. Domestically made computers, cars, and furniture all become much more durable and longer-lasting.

Find an article regarding a network problem that occurred in the past 6 to 8 months. Be sure to pick an article that reports on a problem that relates back to a topic covered in class. The problem could be related to security, design, redundancy, etc. (Top Down Network Design)

Choose your article wisely! If you cannot respond to the requirements of the assignment then choose a different article or find supporting articles that will help.

The article cannot be about Heartbleed, Target, Sony or Yahoo!

Imagine that you are a network administrator working for the company in question. Write a one page memo to your manager about the problem and how to prevent it.

Your memo should include the following information:

• A link to the original article

• A brief summary of the problem

o When did the problem occur?

o How did the problem occur?

o Who was affected? o

How many users (or sites or companies) were affected?

o Were specific locations affected? o Were specific users affected?

• An analysis of the effect of the problem on the company or customers.

What are the consequences of this problem?

• Your suggestions on what they could have done to prevent the problem from occurring in the first place OR what they could do to prevent the problem from occurring again in the future. Format: Microsoft Word or compatible document

Instructions: You are not required to use R markdown for the lab assignment. Please include ALL R commands you used to reach your answers in a word or pdf document. Also, report everything you are asked to do so.

Problem 3 :

In lab lecture notes and demo code, I simulated random samples from Exp(1) to verify classical central limit theorem numerically. I also stressed that no matter what type of random samples you use, the standardized partial sum Sn always converge to N(0, 1). In this problem, simulate random samples from the following distributions:

1. Bernoulli(0.5) with µ = 0.5 and σ^2 = 0.25. (Hint: You can use rbinom to generate Bernoulli random numbers.) 1

2. Uniform(0, 1) with µ = 0.5 and σ^2 = 1/12.

3. Possion(1) with µ = 1 and σ^2 = 1.

For each case, set simulation times N to be 1000 and for each simulation, generate n = 2000 random numbers. Report 3 pieces of code, 3 Q-Q plots and your conclusion. To get all the answers, you only need slightly adjust my demo code

Material Safety Data Sheets or Safety Data Sheets (MSDS/SDS) – The Worker’s Right to Know Law grants employees the right to know the hazards of all chemicals in their work place. These hazards can be found in the MSDS or SDS forms that employers are required to maintain for all hazardous chemicals used at the facility. MSDS and SDS are very similar, but the latter is an updated version designed to increase consistency.

MSDS/SDS: (10pts) (need word file) and post the sources where to find that information

Sources of MSDS/SDS: (1pt)

1, What is the definition of LD₅₀? Identify the source of this definition. (1pt)

2. Assuming that these compounds are similarly toxic to humans, how much of each compound would be required to reach the LD₅₀ for a 150 pound human? Show your calculations. (4pts)

3. Which of the two compounds is more toxic? How can you tell? (2pts)

4. What are the acute effects of exposure for each compound? (1pt)

5. What does the MSDS/SDS recommend be done if each compound is ingested? (1pt)

Rubric:

Sources of documents and definitions cited (URL’s)

Responses in your own words and in complete sentences

Short answer responses supported with evidence, of appropriate length, and grammatically adequate

Organized calculations with units and correct sig figs

The magnetic field at a distance r_o from a long straight wire carrying a current I is given by B=u₀I/2PI r_o . For the statements below, circle the word or phrase that correctly completes the sentence.

A) For a fixed current of 3.00 A in the wire, the magnetic field sensed by a Hall probe will _________________ if the distance r₀is changed from 0.6 cm to 1.2 cm. (double, triple, reduce to half, reduce by 0.6 mT)

B) If the current I is reduced from 3.00 A to 1.50 A for a fixed value of r₀= 2.00 cm, the magnetic field sensed by a Hall probe will_________________________. (double, triple, reduce to half, reduce by 1.5 mT)

C) If B is plotted against several values of r₀for a fixed current I, the graph will be a ______________________ . (straight line of positive slope, straight line of negative slope, curve decreasing with increasing r (positive curvature), curve increasing with increasing r (negative curvature)

D) Regions of constant magnetic field around a current carrying wire form _________________________ when viewed in cross section. (straight lines, triangles, circles, squares, hyperbolas)

E) If B is plotted against several values of I for a fixed distance r₀, the graph will be a _________________ . (straight line of positive slope, straight line of negative slope, curve upwards of positive curvature, curve downwards of negative curvature).