You must select between two options that have a MARR of 12%. Option Red has an initial cost of $50,000 and annual benefits of $13,000 for the next six years. Option Blue has an initial cost of $70,000 and annual benefits of $15,250 for the next eight years. State here on Blackboard what option should be selected using an incremental ROR analysis. You must also state here on Blackboard the increment rate of return (in percent to 2 decimal places like 9.38%) you used to make the selection.

2. (Binomial model) Consider a roulette wheel with 38 slots, of which 18 are red, 18 are black, and 2 are green (0 and 00). You spin the wheel 6 times.

(a) What is the probability that 2 of those times the ball ends up in a green slot? (

b) What is the probability that 4 of those times the ball ends up in a red slot?

3. (Normal approximation to binomial model) Take the roulette wheel from question 2. Assume that the wheel is spun 100 times, and you are interested in whether the ball ends up in a red slot.

(a) Verify that you can use the normal model here.

(b) Find the probability that the ball ends up in a red slot at least 60 times.

The topic for the final exam is, "Describe How the HMO's shifted and pivoted their services during the current COVID-19 Pandemic".  Some of the services included, telehealth, virtual visits, COVID testing, patient care, patient education, crisis hotlines, case management outreach services, relaxed HIPPA rules, etc.

Title Page:  Title of your project, your name, course information and completion date

Table of Content:  Outline of the project with page numbers

Executive Summary: A brief overview of your project/topic, explaining the business problem, research questions, literature search, methodology, analysis of data, findings, lessons learned, conclusions, and recommendations (1 page).

Introduction: Describe background information around your business problem, why you choose the topic, any literature search and findings of other research studies similar to the one you have selected (2 pages).

Methodology: Describe the statistical methodology used to analyze the proposed business problem. Explain how each research question/s guided the development of the survey instrument, sampling plan, collection of data and analysis. Explain how you intend to analyze the data and how your findings help you to answer your research questions (2 pages).

Findings: Explain what you have explored in analyzing the data. In this section you analyze the findings that lead to possible solutions to your proposed business problem/s (4 to 6 pages).

Lessons Learned: What are some lessons you learned while you were engaged in this project that you were not aware at the beginning of the project. Please be candid about mistakes you made that lead you to a different result than you were expecting. Areas that you would not repeat or you would enhance if you engage in another project. What advice and recommendation/s you would propose to readers and to future researchers.

Conclusion and Recommendation:  After the completion of your research, what conclusions did you arrive at? What recommendations would you make to others regarding this subject? What is the main point that you want the reader to take away and how should the reader use the information going forward? (1 – 2 pages)

References: Use APA style format for references.

1-Search the EDGAR database to find a 10-K that reports a contingent liability. Write a paragraph summarizing one of the liabilities found in the financial statements. Did the company disclose the liability in the footnotes only, or did it recognize the liability in the financial statements?

2-What procedures might the auditors use to search for the contingent liabilities listed in part (1)? Explain the steps in the procedure in detail, as well as how they would provide the outcome desired.

What additional procedure could be performed? List the procedure, explain how it is performed, and discuss why it would be appropriate.

In the activity, you will need to find out about economic fluctuations in the US and for the country you have chosen. Find information (and provide links) that indicate where the US and your selected country are in the business cycle. Provide specific information that supports this characterization. In addition, describe any policies that have been undertaken to stabilize the economy in the US and in your selected country. Once again, please provide information that explains these policy actions. How does this relate to the current state of the economy in your country? Explain and interpret the situation and what you expect the economy to do over the next year or so in your economy.

Pitch Deck

Overview

You have been hired to create a website. In this assignment, you will begin to gather the necessary information to complete the work and present your ideas to your client.

Instructions

You will need to answer the following questions:

• What kind of domain names will you register (that is .com, .biz, .net, et cetera)? Why do you suggest this kind of domain? (Review the section in Week 1 on domain names.)
• Will you register the site using multiple domains? Why is or isn't this necessary?
• Will you need to secure any portion of your site? Why? (See the section on HTTPS.)
• Given the nature of Web trends and changes in technology, what steps, if any, do you suggest to keep your site viable for more than one year?
• What browsers do you anticipate your visitors will be using based on information available today?
• Does the browser have any impact on your design?
• Based on what you’ve just learned this week about CSS, how will this help in the development of your site?

How does a government deficit affect the interest rate, the quantity of loanable fund, and economic growth? Explain your reasoning in detail with appropriate diagram(s).

Payroll Accounting 122

Explain how a state employee working in the area of public safety may use compensatory time off in lieu of overtime compensation. Under what conditions would an employee of a state receive cash for his or her compensatory time off?

You will be doing Chi-square goodness-of-fit testing on the M&M’s in a bag. Steps: 1. Count the number of M&M’s in your bag by color. Red: 12 brown 8 Orange 13 yellow 15 green 9 blue 11 2. Now follow the steps for Hypothesis testing: i. State Null and Alternate hypothesis. Your hypothesis must be based on the assumption that the M&M’s in your bag are expected to follow the following pattern: 24% cyan blue, 20% orange, 16% green, 14% bright yellow, 13% red, 13% brown. ii. Select a level of significance iii. Formulate a decision rule. Calculate critical value iv. Conduct a sample, calculate test statistic and make a statistical decision. v. Make a Business Decision. 3. . I want you to turn-in a document that addresses each of the above steps in the hypothesis testing.

Roulette is a casino game that involves spinning a ball on a wheel that is marked with numbered squares that are red, black, or green. Half of the numbers 1-36 are red and half are black, 0 and 00 are green. Each number occurs only once on the wheel.

The most common bets are to bet on a single number or to bet on a color (red or black). The pocket in which the ball lands on the wheel determines the winning number and color. The ball can land on only one color and number at a time.

We begin by placing a bet on a number between 1 and 36. This bet pays 36 to 1 in most casinos, which means we will be paid $36 for each $1 we bet on the winning number. If we lose, we simply lose whatever amount of money we bet.

Calculate the probability that we will win on a single spin of the wheel.

Calculate the probability that we will lose.

What is the expected value of a bet on a single number if we bet $1?

What is the expected value of a bet on a single number if we bet $5?

What is the expected value of a bet on a single number if we bet $10?

Can you explain your responses to the three expected value questions?

We decide that we can certainly increase our chances of winning if we bet on a color instead of a number. This bet pays even money in most casinos. This means that for each dollar we bet, we will win $1 for choosing the winning color. So, if we bet $5 and win, we would keep our $5 and win $5 more. If we lose, we lose whatever amount of money we bet, just as before.

What is the probability that we will win on a single spin?

If we bet $60 on the winning color, will we win more or less than if we bet $8 on the winning number?

What is the expected value of a $1 bet on red?

What is the expected value of a $5 bet on red?

What is the expected value of a $10 bet on red?

How does the expected value of betting on a number compare to the expected value of betting on a color?

Are casinos really gambling when we place a bet against them? Explain.