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PLEASE ANSWER ALL QUESTIONS FOR ME! I HAVE NO CLUE HOW TO SOLVE THIS! A Rutgers student randomly selected three cemeteries from Middlesex County. Then using a listing of graves within each cemetery, the student randomly selected 30 graves and determined the age of death for the person in each grave. Below is a graphical summary of the data along with partial output from ANOVA analysis. a) explain briefly why ANOVA was the appropriate analysis for these data. b) State the null and alternative hypothesis. c) Finish the ANOVA table giving the F-statistic (2 decimal places), degrees of freedom for both cemetery and total, and approximating the p-value (4 decimal places) (Solve for each \"?\' in the ANOVA table above.) Show your work. What is your conclusion about the age of death among the three cemeteries? d) Based on the graph, do you feel the technical assumptions needed for the validity of this test procedure are valid? A Rutgers student randomly selected three cemeteries from Middlesex County. Then using a listing of graves within each cemetery, the student randomly selected 30 graves and determined the age of death tor the person In each grave Below is a graphical summary of the data along with partial output from ANOVA analysis Solution.

PLEASE ANSWER ALL QUESTIONS FOR ME! I HAVE NO CLUE HOW TO SOLVE
THIS!
A Rutgers student randomly selected three cemeteries from Middlesex County. Then using a
listing of graves within each cemetery, the student randomly selected 30 graves and determined
the age of death for the person in each grave. Below is a graphical summary of the data along
with partial output from ANOVA analysis.
a) explain briefly why ANOVA was the appropriate analysis for these data.
b) State the null and alternative hypothesis.
c) Finish the ANOVA table giving the F-statistic (2 decimal places), degrees of freedom for both
cemetery and total, and approximating the p-value (4 decimal places) (Solve for each "?' in the
ANOVA table above.) Show your work. What is your conclusion about the age of death among
the three cemeteries?
d) Based on the graph, do you feel the technical assumptions needed for the validity of this test
procedure are valid?
A Rutgers student randomly selected three cemeteries from Middlesex County. Then using a
listing of graves within each cemetery, the student randomly selected 30 graves and determined
the age of death tor the person In each grave Below is a graphical summary of the data along
with partial output from ANOVA analysis
Solution

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Please also state on how to change the graph. I.E where to move the lines and place the dots....Thanks Solution 1. price levels may be increasing too quickly leading to high inflation. then only a central bank thinks about contractionary monetary policy. 2. if they implemented a successful contradictionary monetary policy then the aggregate demand will comes to AD1 and the supply also declines to meet the demand only..

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please a simple GET and PUT in TFTP cliente using octet mode. Solution TFTP stands for Trivial File Transfer Protocol. Constructor: new(HOST[,OPTIONS]) HOST - the name of the remote host OPTIONS - passed in a hash like fashion,using key and value pairs (port,mode,timeout,max timeout,retries) Synopsis: use TFTP; $tftp = new TFTP(\"some.host.name\"); $tftp->get(\"that.file\"); $tftp->octet; $tftp->put(\"this.file\"); $tftp->quit; here the method of the above Synopsis is Mode: Octet get(REMOTE_FILE[,LOCAL_FILE]) : get REMOTE_FILE from the server and store locally.LOCAL_FILE may be a file name .Returns LOCAL_FILE put(LOCAL_FILE[,REMOTE_FILE]) : put a file on the remote server. LOCAL_FILE may be a name .if LOCAL_FILE is a filehandle then REMOTE_FILE must be specified.if not it will stored as LOCAL_FILE in current directory.Returns REMOTE_FILE quit : close the current socket and release any resourses..

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Pleas help explain how to solve I don\'t know even how to start the problem Suppose E and F are two events. It is given that P(E)=.22, P(not F)=.65, and P(E and F)=.13. Determine the probability that either E or F occur. Solution 1) P(E) = 0.22 P(F\') = 0.65, => P(F) = 1 - P(F \' ) = 0.35 P(E and F) = 0.13 P(E or F) = P(E) + P(F) - P( E and F) = 0.22 + 0.35 - 0.13 = 0.44 2) P(E \' ) = 0.33 => P(E) = 1 - P(E \' ) = 0.67 P(F \' ) = 0.54 => P(F) = 1 - P(F \' ) = 0.46 P(E or F) = 0.68 P(E and F) = P(E) + P(F) - P( E or F) = 0.67 + 0.46 - 0.68 = 0.45.

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Pittman Company is a small but growing manufacturer of telecommunications equipment. The company has no sales force of its own; rather, it relies completely on independent sales agents to market its products. These agents are paid a sales commission of 15% for all items sold. Barbara Cheney, Pittman’s controller, has just prepared the company’s budgeted income statement for next year. The statement follows: Pittman Company Budgeted Income Statement For the Year Ended December 31 Sales $ 16,000,000 Manufacturing expenses: Variable $ 7,200,000 Fixed overhead 2,340,000 9,540,000 Gross margin 6,460,000 Selling and administrative expenses: Commissions to agents 2,400,000 Fixed marketing expenses 120,000* Fixed administrative expenses 1,800,000 4,320,000 Net operating income 2,140,000 Fixed interest expenses 540,000 Income before income taxes 1,600,000 Income taxes (30%) 480,000 Net income $ 1,120,000 *Primarily depreciation on storage facilities. As Barbara handed the statement to Karl Vecci, Pittman’s president, she commented, “I went ahead and used the agents’ 15% commission rate in completing these statements, but we’ve just learned that they refuse to handle our products next year unless we increase the commission rate to 20%.” “That’s the last straw,” Karl replied angrily. “Those agents have been demanding more and more, and this time they’ve gone too far. How can they possibly defend a 20% commission rate?” “They claim that after paying for advertising, travel, and the other costs of promotion, there’s nothing left over for profit,” replied Barbara. “I say it’s just plain robbery,” retorted Karl. “And I also say it’s time we dumped those guys and got our own sales force. Can you get your people to work up some cost figures for us to look at?” “We’ve already worked them up,” said Barbara. “Several companies we know about pay a 7.5% commission to their own salespeople, along with a small salary. Of course, we would have to handle all promotion costs, too. We figure our fixed expenses would increase by $2,400,000 per year, but that would be more than offset by the $3,200,000 (20% × $16,000,000) that we would avoid on agents’ commissions.” The breakdown of the $2,400,000 cost follows: Salaries: Sales manager $ 100,000 Salespersons 600,000 Travel and entertainment 400,000 Advertising 1,300,000 Total $ 2,400,000 “Super,” replied Karl. “And I noticed that the $2,400,000 is just what we’re paying the agents under the old 15% commission rate.” “It’s even better than that,” explained Barbara. “We can actually save $75,000 a year because that’s what we’re having to pay the auditing firm now to check out the agents’ reports. So our overall administrative expenses would be less.” “Pull all of these numbers together and we’ll show them to the executive committee tomorrow,” said Karl. “With the approval of the committee, we can move on the matter immediately.” Required: 1. Compute Pittman Company’s break-even point in dollar sales for next year assuming: (.

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Piercing the Corporate Veil M.R. Watters was the majority shareholder of several closely held corporations, including Wildhorn Ranch, Inc. (Wildhorn). All these businesses were run out of Watters’s home in Rocky Ford, Colorado. Wildhorn operated a resort called the Wildhorn Ranch Resort in Teller County, Colorado. Although Watters claimed that the ranch was owned by the corporation, the deed for the property listed Watters as the owner. Watters paid little attention to corporate formalities, holding corporate meetings at his house, never taking minutes of those meetings, and paying the debts of one corporation with the assets of another. During August 1986, two guests of Wildhorn Ranch Resort drowned while operating a paddleboat at the ranch. The family of the deceased guests sued for damages. Is Watters personally liable? My answer must be at least 300 words. Solution Answer: A. The elements to consider in \"piercing\" the \"corporate viel\" or liability \"shield\" include: (1) failing to follow the required formalities in company administration; (2) undercapitalizing the company; (3) using the business to achieve fraud; (4) failing to properly document transactions between the company and its owner(s); and failing to keep separate financial records for the company and its owner(s). Walters appears to meets several of these elements. Most importantly, the land on which the accident occurred is deeded to him personally. Therefore, unless there is a lease and indemnity agreement between him and the corporation, which is highly unlikely given his habit of not following corporate formalities in other respects of the business, then he will have personal liability for the accident. This is enough to avoid the liability shield, but comingling funds and otherwise ignoring corporate formalities make this is a relatively easy case for shield piercing..

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If f maps Z on to Z is an isomorphism, prove that f is the identity map. Solution f:Z->Z is an isomorphism let ,x Z and y Z (codomain) ; = belongs to hence, y=f(x) ;y is as function of x isomorphism means it is onto and one-one onto: \"every\" yZ (codomain) ,there exist xZ ,such that f(x)=y ...1 one-one: for \"any\" yZ(codomain) ,there exist at most one xZ such that y=f(x) ...2 from 1 and 2, we get \"every\" yZ(codomain) has at most one xZ such that y=f(x) and f:Z->Z. which means every element of set Z maps to the same element in Z(codomain), since domain and range are same i.e Z=Z. hence identity map..

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Physicists believe that our universe has more than 4 dimensions--3 spatial ones plus a time dimension--with some theories suggesting 10 dimensions and others 11. The \"extra\" dimensions are thought to be somehow inside the big ones we can perceive directly. Does the idea of fractal geometry suggest to you any ways in which this theory might make sense? Explain your answer Solution Quantum Theory just seems too weird to believe. Particles can be in more than one place at a time. And they don\'t exist until you measure them. Spookier still, they en stay in touch when they are separated by great distances. Einstein thought this was all a bit much, believing it to be evidence of major problems with the Theory as many critics still suspect today. Quantum enthusiasts point to the theory\'s extraordinary success in explaining the behavior of atoms, electrons, and other quantum systems. They insist we have to accept the Theory as it is, however strange it may seem. But what if there were a way to reconcile these 2 opposing views by showing how Quantum Theory might emerge from a deeper level of non-weird Physics? If you listen to physicist Tim Palmer, it begins to sound plausible. What has been missing, he argues, are some key ideas from an area of science that most quantum physicists have ignored. Namely the science of Fractals -- those intricate patterns found in everything from fractured surfaces to oceanic flows (see \"What is a Fractal?\"). Take the mathematics of Fractals into account, says Palmer, and the long-standing puzzles of Quantum Theory may be much easier to understand. They might even dissolve away. It is an argument that is drawing attention from physicists around the World. \"His approach is very interesting and refreshingly different,\" says physicist Robert Spekkens of the Perimeter Institute for Theoretical Physics in Waterloo, Canada. \"He\'s not just trying to reinterpret the usual quantum formalism but actually to derive it from something deeper.\" That Palmer is making this argument may seem a little odd, given that he is a climate scientist working at the European Centre for Medium-Range Weather Forecasting in Reading, UK. It makes more sense when you learn that Palmer studied General Relativity at the University of Oxford, working under the same PhD adviser as Stephen Hawking. So while Palmer has spent the last 20 years establishing a reputation as a leading mathematical climatologist, he has also continued to explore the mysteries of his first interest -- Quantum Theory (see \"Quantum Ambitions\"). 1\"It has taken 20 years of thinking,\" says Palmer. \"But I do think that most of the paradoxes of Quantum Theory may well have a simple and comprehensible resolution.\" Arguments over Quantum Theory have raged since the 1920s starting with a series of famous exchanges between Einstein and the Danish physicist Niels Bohr. Bohr and his supporters believed that the Theory\'s successful description of atoms and radiation meant tha.

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Phishing attacks can occur using which of the following? Cell phones Personal digital assistants Traditional computers Websites Solution Cell phones Personal digital assistants Traditional computers Websites Phishing attacks are not limited to traditional computers and websites; they may also target mobile computing devices, such as cell phones and personal digital assistants. To perform a phishing attack, an attacker creates a website or e-mail that looks as if it is from a well-known organization, such as an online business, credit card company, or financial institution in the case of cell phones; it is often the SMS/MMS attack vector or calls with spoofed caller-ID..

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Phenotypes of Peas. Biologists conducted an experiment to determine whether a deficiency of carbon dioxide in the soil affects the phenotypes of peas. Listed below are the phenotype codes, where 1 = smooth-yellow, 2 = smooth-green, 3 = wrinkled-yellow, and 4 = wrinkled-green. Can the measures of variation be obtained for these values? Do the results make sense? Explain 2 1 1 1 1 1 1 4 1 2 2 1 2 3 3 2 3 1 3 1 3 1 3 2 2 Solution Yes.

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pertaining to capital budgeting, what method can be used as a \"check\" figure for the NPV? Solution There are many techniques in capital budgeting includes payback period, accounting rate of return, net present value, internal rate of return etc. The net present value (NPV) method is a process of calculating the present value of cash flows (inflows and outflows) of an investment proposal, using the cost of capital as discounting rate..

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Peter had been a human resource (HR) manager for 18 years and vice president for 2 more years for Zyedego Corporation, a small company in New Orleans. In the last decade, there have been many changes to what potential/actual employees can be asked and what constitutes fair and equitable treatment. Frankly, the situation Peter was in was partly his own fault. The first issue began with Hurricane Katrina. In its wake, Zyedego employees had been working around the clock to get the company up and running again. The company had been calling all employees (if they could locate them) to get them to return to work. Gwyn, one of Peter’s HR managers, was planning on rehiring Dana Gonzales but found out that Dana was pregnant. Because of the “rough” condition of the workplace, Gwyn was concerned for Dana’s safety. Gwyn felt that if Dana were rehired, employees’ hourly wages should be decreased by 25 percent because the company had experienced setbacks during the hurricane and had to work with a reduced budget. In addition, Gwyn had some concerns over Dana’s citizenship because her passport appeared to be questionable. The flooding destroyed the original documents, and although Gwyn requested new documents, Dana had been slow in providing them. Gwyn had asked some difficult questions, and Dana stated that if not rehired she would go to a competitor and expected the company to pay severance of two weeks’ wages for the time she was out of work during the hurricane. Another issue is the hiring of truck drivers. Zyedego hires many truck drivers and routinely requests driving records as part of the preemployment process. Several of the potential new hires have past DWI records. All have stated that they would never do it again, have maintained a clean record for at least five years, and understand the consequences of another infraction. Gwyn has hired some drivers with infractions to secure the necessary number of drivers needed for the company. However, Gwyn has some concerns over whether she is exposing the company to unnecessary risk because of the increased potential for accidents or repeat DWI violation. From Peter, Gwyn needs guidance related to continuing these hiring practices. However, Zyedego has even deeper problems, which is what concerns Peter. The problem really started when Peter was still an HR manager, and involves one “family.” Guy Martin started working for Zyedego 20 years ago. He was married with two children, and had a mortgage. A little over a year ago, Guy separated from his wife, and they divorced only to remarry six months later. When Guy was hired, Peter had made sure that Guy’s son, who has asthma, would be covered by health insurance. Peter also helped out the family several times when money was tight and provided Guy with overtime work. But tragedy struck the Martins when Guy was killed in the hurricane. Police and rescue workers hunted for his body, but it was never found. Because Martha, Guy’s wife, was a stay-at-home mother, t.

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