Table 1.1 (below) is a record of the travelling times of the time taken for ten (10) employees to deliverpackages, to ten (10) of their distribution centres in Trinidad. These centres are located in Chaguanas(I), Arima (II), Sangre Grande (III), Princes Town (IV), Manzanilla (V), Rio Claro (VI), San Juan(VII), Point Fortin(VIII), San Fernando (IX) and Port of Spain (X).WorkerWorker 1Worker 2Worker 3Worker 4Worker 5Worker 6Worker 7Worker 8Worker 9Worker 10I26302926292725302525II40453032373742414140Table 1.1 - Employee Travelling time (minutes)III27302025273030262923IV35323230313035283630V39353036353630304038AreaVI70758380859069879088VII30303429273034283032VIII75798075766966677868IX63626260605758586062X30323029303536373428 The goal of this problem is to optimize the travelling time of ten (10) workers to deliver packages tothe ten (10) distribution centres. In solving this problem, two conditions must be met as follows:1. Only one distribution centre is assigned to one employee.2. Each employee is assigned to exactly one distribution centre.Questions1. Name an appropriate method or model, which can be used to solve this problem.2.Use the method/model that you recommended in response to Question 1.(above) to assigneach worker to one (1) distribution centre.3. Prepare and present a table indicating the assignment of each employee to a distributioncentre (please use the names of the respective distribution centres in this table).

The appropriate method/model to solve this problem is the assignment problem, which is a special…

Answered: The goal of this problem is to optimize…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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5. A manufacturing company makes two models A and B of a product. Each piece of Model A requires 12 labor hours for fabricating and 1 labor hour for finishing. Each piece of Model B requires 6 labor hours for fabricating and 3 labor hours for finishing. For fabricating and finishing, the maximum labor hours available are 150 and 60 respectively. The company makes a profit of $10000 on each piece of model A and $9000 on each piece of Model B. How many pieces of Model A and Model B should be manufactured per week to realize a maximum profit? What is the maximum profit per week?
use graphical method to solve this LP problem.
9.Boy Blues sells 3 types of bicycle : Amax, Bap and Cudos. Manufacturing Amax need 2 minutes of machine time and 20 mninutes of labour and cost $9. Brand Bap need 2.5 minutes of machine time and 30 minutes of labour and cost $ 13 to produce. The Cudos brand need 3 minutes of machine time and 45 minutes of labor, and cost $20 to produce. There are limitation 360 minutes machine time, 3800 minutes of labour and budget of $3000. The profit to sells Amax is $6, Bap is $5, Cudos is $5 A.Construct the initial table of simplex method B.Construct the second table of simplex method
A new type of crank for bicycles called the Powercam relies on a pushing motion rather than a circular motion. The company that markets this crank plans a test of five riders who will travel a 100-mile route once with the Powercam and once with a conventional crank. The company claims that the new crank reduces the time needed to cover the 100 miles. The times in hours for the five riders are 3. as follows: Rider 1 3 4 5 Powercam 4.4 4.6 4.7 4.8 4.9 Conventional 5.1 5.3 5.1 4.9 5.2 Use a 5% significance level and assume that both population distributions are normal. Is there sufficient evidence in the data to support the claim that the new crank reduces the time needed to cover the 100 miles? (Hint: Follow the steps 1) identify the case; 2) set the alternative hypothesis; 3) set the null hypothesis; 4) find the rejection region; 5) calculate the test statistic; and 6) make decision.)
Scott and Associates, Inc., is an accounting firm that has three new clients. Project leaders will be assigned to the three clients. Based on the different backgrounds and experiences of the leaders, the various leader-client assignments differ in terms of projected completion times. The possible assignments and the estimated completion times in days are as follows. Client Project Leader Jackson Elis Smith 22 24 24 (a) Develop a network representation of this problem. (Submit a file with a maximum size of 1 MB.) This answer has not been graded yet Min (b) Formulate the problem as a linear program. (Express your answers in the form x, where x, represents the completion time from leader / to client J.) st. Jackson Elis Smith Client 1 Client 2 Client 3 x20 for all, J. Solve Relationship Assignment Time (days) "11 *12 *13 *21 10 16 32 *22 *31 *32 711 What is the total time required (in days)? days
Kindly give me a detailed response
You work for a company that makes cell phones and have been made project manager for the design of a new cell phone. Your supervisors have already scoped the project, so you have a list showing the work breakdown structure, and this includes major project activities. You must plan the project schedule and calculate project duration. Your boss wants the schedule on his desk tomorrow morning! You have been given the information in Exhibit 4.13. It includes all the activities required in the project and the duration of each activity. Also, dependencies between the activities have been identified. Remember that the preceding activity must be fully completed before work on the following activity can be started. Your project is divided into five major subprojects. Subproject “P” involves developing specifications for the new cell phone. Here, decisions related to such things as battery life, size of the phone, and features need to be made. These details are based on how a customer…
Please clarify which option is correct
6. The production manager for the COWRY soft drink company is considering the production of two kinds of soft drinks: regular (R) and diet (D). Two of her limited resources are production time (8 hours = 480 minutes per day) and syrup (1 of the ingredients), limited to 675 gallons per day. To produce a regular case requires 2 minutes and 5 gallons of syrup, while a diet case needs 4 minutes and 3 gallons of syrup. Profits for regular soft drink are $3.00 per case and profits for diet soft drink are $2.00 per case. A.What is the objective function? B. Mention all the constraints 7.Draw or solve the following graphically: Max z = 3x1 + 4x2 Xq + 2x2 s 16 2x1 + 3x25 18 X1 22 X25 10 Xq, X2 20 What are the optimal values of x4, x2, and z? s.t.
Please provide me a step by step solution And which option is correct
4. A body builder wants to build lean muscle using two types of supplement packets. Each packet of Brand A contains 10 grams of fat, 3 grams of carbohydrates, and 15 grams of protein. Each packet of Brand B contains 5 grams of fat, 6 grams of carbohydrates, and 30 grams of protein. He has decided that from these two types of packets, he would like to take in a maximum of 40 grams of fat per day and a minimum of 150 grams of protein per day. How many packets of each brand should he take per day to minimize the intake of carbohydrates?
Identify an LP problem and construct a model that describes it. Make sure to include the following: 1. Quick discussion on what motivates you to choose that problem; 2. Define the problem; 3. Define the variables;

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