In Many Different Social Networks Each Person Prefers To Meet With People From T

In many different social networks ,each person prefers to meet with people from their own community and are reluctant to switch affiliations. If they switch, they pay a penalty for switching csw and if they visit a meeting of a community different from their own they pay a penalty for visiting cvis . Suppose all the meeting rooms have different colors representing communities. Let there be T time steps 1, …, T , n people 1, …, n, and R rooms. Then let a matrix of observed meetings of people in those times be Mij , where mij ⊆ {1, …, n} is the set of people (which may be empty) that met at time i in room j. For example, the matrix that describes the observations in figure 4.1 is M = [ {1; 2; 3} {4} {5} {1; 3} {2; 4} {5} {1; 3} {4} {2; 5} {1; 3} {4} {2; 5} {1; 3; 4} {2; 5} ] Given the M matrix and the penalties csw and cvis , give a dynamic programming algorithm that assigns a community color to each individual at each time step so that the total sum of all the penalty costs incurred by all the individuals is minimized. You can use the fact that the each person’s contribution to the overall minimum is independent. Prove that fact.

 
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In Many Countries Conservationalists Are Trying To Design National Park Systems

In many countries, conservationalists are trying to design national park systems so that “islands” of natural area are connected by thin “corridors” of undisturbed habitat. The idea is that this arrangement will allow animals and plants to migrate between refuges. Why would such migrations be important?

 
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In Many Cartoons The Lift Ramps In Roller Coasters Reach Into Space Suppose A 20

1.In many cartoons, the lift ramps in roller coasters reach into space. Suppose a 200kg roller coaster car starts at an altitude of 70 km. The roller coaster track consists of a single drop, and a horizontal section at sea level (0 km altitude). Assuming no friction or air resistance, and g = 9.81 m/s2 throughout the entire track, what is the car’s speed on the horizontal section?For reference, the top speed of the SR-71 spyplane is 980 m/s.

In many cartoons, the lift ramps in roller coasters reach into space. Suppose a 200kg roller coaster carstarts at an altitude of 70 km. The roller coaster track consists of a single drop, and a…

 
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In Manufacturing It S Essential To Ensure The Inventory Equipment Holding Correc

I coordinated the procurement of materials, products, and vehicles and equipment necessary for the operation. I ensured suppliers and vendors adhered to industry standards, technical quality standards. My duties included soliciting suppliers and vendors for materials. I used PBUSE, MMS, Fedlog, Webcats, and other databases to conduct research and track parts.

With the informatinabove I need a biography off of the information provides also in corporate using excel, powerpoint, outlook, word.

BiographyAs a contracting officer, it’s my responsibility to function as a Technical Representative andprepare two-way communication while at the same time prepare the necessary records and…

 
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In Most Developing Countries There Are Long Lines Of Taxis At Airports And These

In most developing countries, there are long lines of taxis at airports, and these taxis often wait two or three hours. What does this tell you about the price in the market? Demonstrate with supply and demand analysis.

 
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In May 2013 Rebecca Young Completed Her Mba And Moved To Toronto For A New Job I

In May 2013, Rebecca Young completed her MBA and moved to Toronto for a new job in investment

banking. There, she rented a spacious, two-bedroom condominium for $3,000 per month, which included

parking but not utilities or cable television. In July 2014, the virtually identical unit next door became

available for sale with an asking price of $620,000, and Young believed she could purchase it for

$600,000. She realized she was facing the classic buy-versus-rent decision. It was time for her to apply

some of the analytical tools she had acquired in business school — including “time value of money”

concepts — to her personal life.

While Young really liked the condominium unit she was renting, as well as the condominium building

itself, she felt that it would be inadequate for her long-term needs, as she planned to move to a house or

even to a larger penthouse condominium within five to 10 years — even sooner if her job continued to

work out well.

Friends and family had given Young a variety of mixed opinions concerning the buy-versus-rent debate,

ranging from “you’re throwing your money away on rent” to “it’s better to keep things as cheap and

flexible as possible until you are ready to settle in for good.” She realized that both sides presented good

arguments, but she wanted to analyze the buy-versus-rent decision from a quantitative point of view in

order to provide some context for the qualitative considerations that would ultimately be a major part of

her decision.

FINANCIAL DETAILS

If Young purchased the new condominium, she would pay monthly condo fees of $1,055 per month, plus

property taxes of $300 per month on the unit. Unlike when renting, she would also be responsible for

repairs and general maintenance, which she estimated would average $600 per year.

If she decided to purchase the new unit, Young intended to provide a cash down payment of 20 per cent

of the purchase price. There was also a local deed-transfer tax of approximately 1.5 per cent of the

purchase price, and a provincial deed-transfer tax of 1.5 per cent, both due on the purchase date. (For

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9B14N024

simplicity, Young planned to initially ignore any other tax considerations throughout her analysis.) Other

closing fees were estimated to be around $2,000.

In order to finance the remaining 80 per cent of the purchase price, Young contacted several lenders and

found that she would be able to obtain a mortgage at a 4 per cent “quoted” annual rate1 that would be

locked in for a 10-year term and that she would amortize the mortgage over 25 years, with monthly

payments. The money that Young was planning to use for her down payment and closing costs was

presently invested and was earning the same effective monthly rate of return as she would be paying on

her mortgage. Young assumed that if she were to sell the condominium — say, in the next two to 10 years

— she would pay 5 per cent of the selling price to realtor fees plus $2,000 in other closing fees.

SCENARIO ANALYSIS

In order to complete a financial analysis of the buy-versus-rent decision, Young realized that her first task

would be to determine the required monthly mortgage payments. Next, she wanted to determine the

opportunity cost (on a monthly basis) of using the lump-sum required funds for the condominium

purchase rather than leaving those funds invested and earning the effective monthly rate, assumed to be

equivalent to the mortgage rate. She would then be able to determine additional monthly payments

required to buy the condominium compared to renting, including the opportunity cost.

Young wanted to consider what might happen if she chose to sell the condominium at a future date. She

was confident that any re-sell would not happen for at least two years, but it could certainly happen in five

or 10 years’ time. She needed to model the amount of the outstanding principal at various points in the

future — two, five or 10 years from now. She then wanted to determine the net future gain or loss after

two, five and 10 years under the following scenarios, which she had determined were possible after some

due diligence regarding future real-estate prices in the Toronto condo market: (a) The condo price

remains unchanged; (b) The condo price drops 10 per cent over the next two years, then increases back to

its purchase price by the end of five years, then increases by a total of 10 per cent from the original

purchase price by the end of 10 years; (c) The condo price increases annually by the annual rate of

inflation of 2 per cent per year over the next 10 years; and (d) The condo price increases annually by an

annual rate of 5 per cent per year over the next 10 years.

FINAL CONSIDERATIONS

Young realized she had a tough decision ahead of her, but she was well trained to make these types of

decisions. She also recognized that her decision would not be based on quantitative factors alone; it would

need to be based on any qualitative considerations as well. She knew she needed to act soon because

condominiums were selling fairly quickly, and she would need to arrange financing and contact a lawyer to

assist in any paperwork if she decided to buy

Requirements:

1. determine the required monthly payments for the mortgage.

2. determine the ‘opportunity’ cost, on a monthly basis, of using the required funds for closing (i.e., down payment plus all closing costs), rather than leaving those funds invested and earning the monthly effective rate determined in question (1).

3. determine the monthly additional paymentd required to buy versus rent ( include the monthly opportunity costs determined in question (2).

 
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In Most Companies A Union Would Prefer To Implement A Rather Than Some

In most companies a union would prefer to implement a  rather than some form of 

Question 27 options:

a) 

individual incentive plan; profit sharing plan

b) 

merit pay system; gain-sharing plan

c) 

individual incentive plan; merit pay system

d) 

pay-for-knowledge pay system; merit pay plan

e) 

merit pay system; pay-for-knowledge

 
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In May 2007 A Local Chemical Plant Had An Unfortunate Accident Chemicals Leaked

In May 2007, a local chemical plant had an unfortunate accident. Chemicals leaked from a plant holding tank and seeped onto the parking lot. A number of employee vehicles were damaged and required repainting. The company agreed to reimburse employees for the cost of these repairs. Employees were instructed to submit their bills for the repairs to the Controller, Rob Trout. Rob would then issue a check to the employee for the amount of the bill. While the Internal Auditor Director questioned the Audit Committee about the monitoring of the reimbursements during a meeting a month after the accident, the Committee determined that procedures in place were adequate. Nine months later, at a full board meeting, someone made a remark about the fact that bills were still being turned in for reimbursement. By this time, the total of the damages reimbursed to employees had reached nearly $150,000. After making inquiries, it was discovered that some of the “repairs” were for expensive paint jobs, upgrades, buffing, body repairs, and waxing. Further investigation revealed that thousands of dollars were reimbursed for paint jobs on cars that were damaged prior to the industrial accident. Moreover, some employees had turned in bills for similar jobs just a few months apart in other words, some cars were reimbursed for the same repair twice. Although this appeared suspicious, no one caught it until the internal auditors came in one year after the accident _in response to the board’s inquiry and reviewed the invoices and compared them with the employee list and cars repainted.

What steps should have been taken by the company to prevent this fraudulent activity from occurring?

How could information already in the accounting system have been used to minimize the opportunity for fraud?

 
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In Most Cases The Critical Factors In A Case Are Correlative In Nature Without T

In most cases, the critical factors in a case are correlative in nature without truly demonstrating a cause and effect relationship. However, both practitioners and clients may be tempted to draw causal conclusions from correlational data related to the critical factors in a case. What are ideal strategies to rectify this situation within the applied context? Why are these strategies ideal?

 
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In Math We Trust It Vhs Police Department 97 65 Virtual Land Vhis Police Fall

Question:Part 1: Calculations

As an Expert Mathematics Witness, you have been presented with a Ballistics Report, and a Police Report as your evidence. Use the information provided within these files to prove who, out of the three suspects, is guilty of the crime.

Use the links below to download the files:

  • Ballistics Lab Report
  • Police Report and Witness Statement

Question 1 (1 point)

Using the evidence provided, complete all calculations necessary to conclude which window the shooter fired from. E-mail these calculations to your teacher and wait for feedback. Then make any necessary corrections before moving on to Part 2.

Question 1 options: Hint: Complete the diagram with the given information found in the Police and Ballistics Reports. Then express the height that the bullet is fired from in terms of the bullet’s angle of entry and the angle W. Use this as a starting point to determine which window the gun was fired from.

NOTE: This is a 3d diagram. The building is perpendicular to the ground. Triangle VGH is on the plane of the ground. VGH shares a side with the building which is perpendicular to the ground.

There is a solution on course hero but it is wrong because the line HG doesn’t go all the way straight to the bottom.

  • Attachment 1
  • Attachment 2

In Math,We Trust- IT-VHS Police Department97:$65 Virtual LandVHIS Police*Fallhedge , CAReport $ 56987Date of Incident : June 21Reporting Officer : H. Sine , Crime Scene Investigator*IncidentOn June 21 at the location of 360 Trigonometric Apartments , " victim shot by the suspect at 7:13 p.mfrom the window of the building .The building Is a high rise apartment building with ten floors . There were residents home from the 5#^I’m, and I" floors from a unit facing the road where the victim was shot . There Is 3. 04 } m between eachapartment floor .`All suspects have pleaded not guilty and claims to not have any relations with the victim . At the time ofthe crime the victim was walking their dog .Witness StatementWitness : C. TanC. Tan I’My was 10’m away from the victim (V/ when the shot was fired . Both the victim and the witness*we’re an equal distance from the door ( G ) of the apartment building when the crime occurred . ( SeeFigure 1 1" I heard a loud bang from the apartment building . When I looked up I saw a person running*from a window . The victim was not far from where I was standing when the Incident occurred . IImmediately called the VHS Police Department emergency line for help . "Crime Scene Sketch_IT th FreeH jet^ Floor_^`FloodVictim10 mWitness

 
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