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- PLEASE HELP ME IM BEGGING YOU IM SOOOO CONFUSEDDD a) How many corner points does the feasible region have? b) Which point is one of the corner points of the feasible region? c) The optimal value of the objective function is d) Which statement is true? Question 12 options: Constraint x1 + 2x2 ≤ 16 is binding. Constraint 2x1 + 3x2 ≤ 18 is binding. Constraint x1 ≥ 2 is binding. Constraint x2 ≤ 10 is binding.pls answer the 2nd question: The Montemar Company is considering contracting with a market research firm to do a survey to determine future market conditions. The results of the survey will indicate either positive or negative market conditions. There is a 0.60 probability of a positive report, given favorable conditions; a 0.30 probability of a positive report, given stable conditions; and 0.10 probability of a positive report; given unfavorable conditions. There is a 0.90 probability of negative report, given unfavorable conditions; a 0.70 probability given stable conditions; and a 0.40 probability, given favorable conditions. d & e, as per the guidelinespls answer the 2nd question: The Montemar Company is considering contracting with a market research firm to do a survey to determine future market conditions. The results of the survey will indicate either positive or negative market conditions. There is a 0.60 probability of a positive report, given favorable conditions; a 0.30 probability of a positive report, given stable conditions; and 0.10 probability of a positive report; given unfavorable conditions. There is a 0.90 probability of negative report, given unfavorable conditions; a 0.70 probability given stable conditions; and a 0.40 probability, given favorable conditions. a b & c, as per the guidelines
- 19. What combination of x and y will yield the optimum for this problem? Maximize $3x + $15y, subject to (1) 2x + 3y ≤ 12 and (2) 5x + 2y ≤ 10 and (3) x, y ≥ 0. Part 2 A. x = 0, y = 3 B. x = 2, y = 0 C. x = 0, y = 0 D. x = 0, y = 4 E. x = 1, y = 5QUESTION 3a) Explain the risk management procedure. Set out the risks associated with attendingthe annual Engineering Institute of Zambia symposium in Livingstone. Draw a riskregister (log) and populate it with at least four perceived risks. Analyse these risksand rank them.b) You are planning the manufacture of modification to an existing product. Youranalysis has come up with the following information. What contingency reservewould you use? Project data Costcontingency There is a 30 percent probability of a delay in thereceipt of parts, with a cost to the project ofZMW90,000. There is a 20 percent probability that the parts willcost ZMW 100,000 less than expected. There is a 25 percent probability that two parts willnot fit together when installed, costing an extraZMW30,500. There is a 30 percent probability that themanufacture may be simpler than expected, savingZMW20,500. There is a 5 percent probability of a design defect,causing ZMW 50,000 of…Scenario – 3 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 Diagram
- QUESTION THREEGiven the LP below:a) Solve the problem using big M-methodMinimize Z = 3X1 +4X2s.t 4X1 + X2 ≥ 30−X1 − 4X2 ≤ −184X1 + 3X2 ≥ 28X1, X2, ≥ 0Q8. In his current job, Smith can work as many hours per day as he chooses, and he will be paid €1/hr for the first 8 hours he works, €2.50/hr for each hour over 8. Faced with this payment schedule, Smith chooses to work 12 hr/day. If Smith is offered a new job that pays €1.50/hr for as many hours as he chooses to work, will he take it? Explain.9. Dana is 30 years old and owns a wedding planning business. She takes care of all wedding events details from arranging flowers, tables, theme to catering food to a high standard. She has a good reputation in the market. Recently, she discovered another food catering company with wider varieties and lower prices that her customers will love to have. Thus, she decided to write a negative letter to the current catering company to inform them about terminating their business together. Dana has to plan her negative letter very carefully and to explain the needs of her customers: * A.to avoid responsibility for the message B.to improve future performance on the part of the sender C.to avoid adding a personal message to the recipient D.to gain control of the context of the message E.to minimize damage to the business relationship
- Describe the bounds, limitations, requirements, proportional relationships, and balance constraints: Rosenberg Land Development (RLD) is a developer of condominium properties in the Southwest United States. RLD has recently acquired a 40.625-acre site outside Phoenix, Arizona. Zoning restrictions allow at most 8 units per acre. Three types of condominiums are planned: one-, two-, and three-bedroom units. The average construction costs for each type of unit are $450,000, $600,000, and $750,000, respectively. These units will generate a net profit of 10%. The company has equity and loans totaling $180 million dollars for this project. From prior development projects, senior managers have determined that there must be a minimum of 15% one-bedroom units, 25% two-bedroom units, and 25% three-bedroom units.Background: Russell Jones, director of a recreational equipment retail outlet, Mountain Recreational Equipment (MRE), announces that the corporate office wants each local retail store location to develop a persuasive proposal highlighting their ideas for community service projects for the following year. Every year the employees at MRE devote substantial time raising money and partnering with local charities. In the past, the employees at each store have decided what charitable organizations/activities they want to support independently of the corporate office, so the request for proposals and approval is a notable change to the initiative. Jones explains to his team that the MRE Chief Executive Officer (CEO), Jennifer Munoz, feels that the company is straying too far from the corporate image in what employees are choosing to support. For example, locations are selecting fundraising and partnership projects that vary dramatically in scope and purpose. The CEO has decided this new…Chapter : sensitivity analysis in linear programming