Education. In underdeveloped nations, IT provides highly advantageous educational chances for the poor. There should be at least two (2) approaches described.
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Education. In underdeveloped nations, IT provides highly advantageous educational chances for the poor. There should be at least two (2) approaches described.
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- Winburg Mini Case Study Explain why this project fails To reduce traffic congestion in downtown Winburg, Indiana, the mayor convinces the city toset up a public transportation system. Bus-only lanes are to be established, and commuterswill be encouraged to “park and ride”; that is, to park their cars in suburban parking lots andthen take buses from there to work and back at cost of one dollar per ride. Each bus is tohave a fare machine that accepts only one dollar bills. Passengers insert a bill into the slotsas they enter the bus. Sensors inside the fare machine scan the bill, and the software in themachine uses an image recognition algorithm to decide whether the passenger has indeedinserted a valid dollar bill into the slot. It is important that the fare machine be accuratebecause, once the news gets out that any piece of paper will do the trick, fare income willplummet to effectively zero. Conversely, if the machine regularly rejects valid dollar bills,passengers will be reluctant…Santa is worried about his employee relations, since christmas preparations have led to a lot of overtime. To make sure all the elves are happy, he wants to recruit some of them as complaint officers, with weekly meetings to report any complaints or worries to him. His worker elves W are pretty busy already, so Santa wants to task no more than k elves with this additional workload. Still, Santa wants to make sure that for as many elves e e W as possible, at least one of his friends (whose identities he knows) is a complaint officer. 1. Give an intuitive greedy algorithm that outputs k elves that will serve as compliant officers. 2. Prove that for large numbers of k the algorithm approximates a solution with ratio no more than (1 - ).Consider the positive effects of education on both individuals and society as a whole. Explain your point by using concrete examples.
- Exercise 1 Santa is worried about his employee relations, since christmas preparations have led to a lot of overtime. To make sure all the elves are happy, he wants to recruit some of them as complaint officers, with weekly meetings to report any complaints or worries to him. His worker elves W are pretty busy already, so Santa wants to task no more than k elves with this additional workload. Still, Santa wants to make sure that for as many elves e e W as possible, at least one of his friends (whose identities he knows) is a complaint officer. 1. Give an intuitive greedy algorithm that outputs k elves that will serve as compliant officers. 2. Prove that for large numbers of k the algorithm approximates a solution with ratio no more than (1 – !).Modeling is being used comprehensively by all national governments and the World Health Organization to decide the best strategies to minimize the risk of COVID-19. These were mainly epidemiological models designed to understand the spread of the disease and the impact of the various interventions. But a global pandemic tends to create a large number of problems and issues, not just those related to disease transmission, and each requires a different model to find the best solution. Based on case study given: Discuss how simulation modelling can help to support decision makers in making the most informed decisions?Denial of Service attacks are estimated to happen once every six months (twice a year) in a mid-size company. One such company, XYZ, estimates the cost of recovering from a single DoS attack to be $10,000. The company decides to apply a number of controls to counter these attacks. With these controls, the frequency of successful DoS attacks against the company reduces to once a year and the cost of recovering from an instance becomes $6,000. The cost of implementing these controls is $12,000 a year. From a purely financial point of view, is it worth for the company to implement these controls? O None of the these Yes, because the measures will save the company $2,000. ONo, because the measures will cost the company $2,000. No, because the measures will cost the company $4,000. Yes, because the measures will save the company save $14,000.
- Ethical Issue #1: Artificial Intelligence – The National Society of Professional Engineers Code of Ethics states that the services provided by engineers require honesty, impartiality, fairness, and equity, and must be dedicated to the protection of public health, safety, and welfare. In addition, engineers must perform under a standard of professional behavior that requires adherence to the highest principles of ethical conduct. The emergence of artificial intelligence will have an enormous impact on society, including on such issues as employment, inequality, human behavior, and security. How will artificial intelligence influence the work performed by professional engineers in the years ahead?In what ways may loT adoption be hindered?Denial of Service attacks are estimated to happen once every six months (twice a year) in a mid-size company. One such company, XYZ, estimates the cost of recovering from a single DoS attack to be $12000. The company decides to apply a number of controls to counter these attacks. With these controls, the frequency of successful DoS attacks against the company reduces to once a year and the cost of recovering from an instance becomes $8000. The cost of implementing these controls is $7,000 a year. The annual loss expectancy (ALE) without controls is $ A . The annual loss expectancy (ALE) with controls is $
- Scenario In Criminal Management System there are different Prisons across country wheredifferent criminals across country are kept. There are multiple cells within prisons; eachcell can hold multiple prisoners. Each prisoner can get one or more plenty dependingupon nature of crime. Each Prison has Administrator which manage the Prisoners. EachCriminal is supposed to do Social work during his imprisonment and this social work ispart of its plenty. Beside administrator there are different employees which are alsopart of prisoner. Task to do: i. Identify Entities with atleast 10 attributes per Entities.ii. Identify all relationship from the given Scenarioiii. Generate Entity Relationship DiagramModeling is being used comprehensively by all national governments and the World Health Organization to decide the best strategies to minimize the risk of COVID-19. These were mainly epidemiological models designed to understand the spread of the disease and the impact of the various interventions. But a global pandemic tends to create a large number of problems and issues, not just those related to disease transmission, and each requires a different model to find the best solution. Based on case study given: Why is simulation used?Imagine a couple that agreed to meet this evening, but cannot recall if they will be attending the opera or a football match (and the fact that they forgot is common knowledge). The husband would prefer to go to the football game. The wife would rather go to the opera. Both would prefer to go to the same place rather than different ones. • Suppose they choose to go to the same activity, the one prefers such activity will receive utility of 3 and the other will receive utility of 1. • If they miss each other, they will not receive any utility. If they cannot communicate, where should they go? 1. Write down the payoff matrix of this game. 2. What is the stable optimal strategy for the couple'? Hint: Stable strategy can be drawn from the definition of Nash equilibrium. This is not necessarily a zero-sum game, so you may NOT find the optimal strategy by solving LP.