Community Accounting Worksheet Essay assignment
Assignment ID Number AFFGEHU83939HD Type of Document Essay Writing Format APA/MLA/Harvard Academic Level Masters/University References/Sources 4 References
Instructions:
Community Accounting Worksheet Essay assignment
- Refer to the Baseball 2018 data. Compute the mean number of home runs per game. To do this, first find the mean number of home runs per team for 2018. Next, divide this value by 176 (a season comprises 176 games). Then multiply by 2 because there are two teams in each game. Use the Poisson distribution to estimate the number of home runs that will be hit in a game. (Round your answers to 4 decimal place.
- Find the probability that there are no home runs in a game.
- Find the probability that there are two home runs in a game.
- Find the probability that there are at least four home runs in a game.
- It is estimated that 0.48 percent of the callers to the Customer Service department of Dell Inc. will receive a busy signal.
What is the probability that of today’s 1,400 callers at least 5 received a busy signal? (Round your answer to 4 decimal places.)- The game called Lotto sponsored by the Louisiana Lottery Commission pays its largest prize when a contestant matches all seven of the 38 possible numbers. Assume there are 38 ping-pong balls each with a single number between 1 and 38. Any number appears only once, and the winning balls are selected without replacement.
- The commission reports that the probability of matching all the numbers are 1 in 12,620,256. What is this in terms of probability? (Round your answer to 8 decimal places.)
- Use the hypergeometric formula to find the probability of matching all 7 winning numbers. The lottery commission also pays if a contestant matches five or six of the seven winning numbers. Hint: Divide the 38 numbers into two groups, winning numbers and non winning numbers. (Round your answer to 8 decimal places.)
- Find the probability, again using the hypergeometric formula, for matching five of the seven winning numbers. (Round your answer to 8 decimal places.)
- Find the probability of matching six of the seven winning numbers. (Round your answer to 8 decimal places.)
- The director of admissions at Kinzua University in Nova Scotia estimated the distribution of student admissions for the fall semester on the basis of past experience.
Admissions Probability 1,400 0.5 1,500 0.4 1,200 0.1
- What is the expected number of admissions for the fall semester?
Expected number of admissions……
- Compute the variance and the standard deviation of the number of admissions. (Round your standard deviation to 2 decimal places.)
Variance:
Standard Variance:
- In a binomial situation, n = 4 and π = 0.35. Find the probabilities for all possible values of the random variable, x. (Round your answers to 4 decimal places.)
- In a binomial distribution, n = 8 and π=0.36
π=0.36. Find the probabilities of the following events. (Round your answers to 4 decimal places.)
- x = 5.
- x ≤ 5.
- x ≥ 6.
- Recent crime reports indicate that 4.5 motor vehicle thefts occur each minute in the United States. Assume that the distribution of thefts per minute can be approximated by the Poisson probability distribution.
- Calculate the probability exactly five thefts occur in a minute. (Round your probability to 3 decimal places.)
- What is the probability there are four or more thefts in a minute? (Round your probability to 3 decimal places.)
- What is the probability there is four or less thefts in a minute? (Round your probability to 3 decimal places.)
- The payouts for the Powerball lottery and their corresponding odds and probabilities of occurrence are shown below. The price of a ticket is $1.00.
Divisions Payout Odds Probability Five plus Powerball $ 50,000,000 145,307,962 .000000006882 Match 5 200,000 3,562,009 .000000280740 Four plus Powerball 20,000 584,192 .000001711760 Match 4 180 13,935 .000071756600 Three plus Powerball 180 11,927 .000083836400 Match 3 8 291 .003424658000 Two plus Powerball 8 745 .001340483000 One plus Powerball 6 127 .007812500000 Zero plus Powerball 5 69 .014285714000 Click here for the Excel Data File
Find the mean and standard deviation of the payout without taking into account the price of the ticket. (Do not round intermediate calculations. Round your mean value to 5 decimal places and standard deviation to 3 decimal places.)
- Mean. Standard deviation
- If the cost of a ticket is taken into account, then the mean is a lost of…… and the standard deviation is
- The 1989 U.S. Open golf tournament was played on the East Course of the Oak Hills Country Club in Rochester, New York. During the second round, four golfers scored a hole in one on the par 3 sixth hole. The odds of a professional golfer making a hole in one are estimated to be 3,708 to 1, so the probability is 1/3,709. There were 158 golfers participating in the second round that day.
- What is the probability that no one gets a hole in one on the sixth hole? (Round your answer to 5 decimal places.)
- What is the probability that exactly one golfer gets a hole in one on the sixth hole? (Round your answer to 5 decimal places.)
- What is the probability that four golfers score a hole in one on the sixth hole? (Round your answer to 3 decimal places.)
- Industry standards suggest that 7% of new vehicles require warranty service within the first year. Jones Nissan in Sumter, South Carolina, sold 11 Nissans yesterday. (Round your mean answer to 2 decimal places and the other answers to 4 decimal places.)
- What is the probability that none of these vehicles requires warranty service?
- What is the probability exactly one of these vehicles requires warranty service?
- Determine the probability that exactly two of these vehicles require warranty service.
Community Accounting Worksheet Essay assignment
RUBRIC
QUALITY OF RESPONSE NO RESPONSE POOR / UNSATISFACTORY SATISFACTORY GOOD EXCELLENT Content (worth a maximum of 50% of the total points) Zero points: Student failed to submit the final paper. 20 points out of 50: The essay illustrates poor understanding of the relevant material by failing to address or incorrectly addressing the relevant content; failing to identify or inaccurately explaining/defining key concepts/ideas; ignoring or incorrectly explaining key points/claims and the reasoning behind them; and/or incorrectly or inappropriately using terminology; and elements of the response are lacking. 30 points out of 50: The essay illustrates a rudimentary understanding of the relevant material by mentioning but not full explaining the relevant content; identifying some of the key concepts/ideas though failing to fully or accurately explain many of them; using terminology, though sometimes inaccurately or inappropriately; and/or incorporating some key claims/points but failing to explain the reasoning behind them or doing so inaccurately. Elements of the required response may also be lacking. 40 points out of 50: The essay illustrates solid understanding of the relevant material by correctly addressing most of the relevant content; identifying and explaining most of the key concepts/ideas; using correct terminology; explaining the reasoning behind most of the key points/claims; and/or where necessary or useful, substantiating some points with accurate examples. The answer is complete. 50 points: The essay illustrates exemplary understanding of the relevant material by thoroughly and correctly addressing the relevant content; identifying and explaining all of the key concepts/ideas; using correct terminology explaining the reasoning behind key points/claims and substantiating, as necessary/useful, points with several accurate and illuminating examples. No aspects of the required answer are missing. Use of Sources (worth a maximum of 20% of the total points). Zero points: Student failed to include citations and/or references. Or the student failed to submit a final paper. 5 out 20 points: Sources are seldom cited to support statements and/or format of citations are not recognizable as APA 6th Edition format. There are major errors in the formation of the references and citations. And/or there is a major reliance on highly questionable. The Student fails to provide an adequate synthesis of research collected for the paper. 10 out 20 points: References to scholarly sources are occasionally given; many statements seem unsubstantiated. Frequent errors in APA 6th Edition format, leaving the reader confused about the source of the information. There are significant errors of the formation in the references and citations. And/or there is a significant use of highly questionable sources. 15 out 20 points: Credible Scholarly sources are used effectively support claims and are, for the most part, clear and fairly represented. APA 6th Edition is used with only a few minor errors. There are minor errors in reference and/or citations. And/or there is some use of questionable sources. 20 points: Credible scholarly sources are used to give compelling evidence to support claims and are clearly and fairly represented. APA 6th Edition format is used accurately and consistently. The student uses above the maximum required references in the development of the assignment. Grammar (worth maximum of 20% of total points) Zero points: Student failed to submit the final paper. 5 points out of 20: The paper does not communicate ideas/points clearly due to inappropriate use of terminology and vague language; thoughts and sentences are disjointed or incomprehensible; organization lacking; and/or numerous grammatical, spelling/punctuation errors 10 points out 20: The paper is often unclear and difficult to follow due to some inappropriate terminology and/or vague language; ideas may be fragmented, wandering and/or repetitive; poor organization; and/or some grammatical, spelling, punctuation errors 15 points out of 20: The paper is mostly clear as a result of appropriate use of terminology and minimal vagueness; no tangents and no repetition; fairly good organization; almost perfect grammar, spelling, punctuation, and word usage. 20 points: The paper is clear, concise, and a pleasure to read as a result of appropriate and precise use of terminology; total coherence of thoughts and presentation and logical organization; and the essay is error free. Structure of the Paper (worth 10% of total points) Zero points: Student failed to submit the final paper. 3 points out of 10: Student needs to develop better formatting skills. The paper omits significant structural elements required for and APA 6th edition paper. Formatting of the paper has major flaws. The paper does not conform to APA 6th edition requirements whatsoever. 5 points out of 10: Appearance of final paper demonstrates the student’s limited ability to format the paper. There are significant errors in formatting and/or the total omission of major components of an APA 6th edition paper. They can include the omission of the cover page, abstract, and page numbers. Additionally the page has major formatting issues with spacing or paragraph formation. Font size might not conform to size requirements. The student also significantly writes too large or too short of and paper 7 points out of 10: Research paper presents an above-average use of formatting skills. The paper has slight errors within the paper. This can include small errors or omissions with the cover page, abstract, page number, and headers. There could be also slight formatting issues with the document spacing or the font Additionally the paper might slightly exceed or undershoot the specific number of required written pages for the assignment. 10 points: Student provides a high-caliber, formatted paper. This includes an APA 6th edition cover page, abstract, page number, headers and is double spaced in 12’ Times Roman Font. Additionally, the paper conforms to the specific number of required written pages and neither goes over or under the specified length of the paper.
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