Consider the network below. Formulate the LP model for finding the shortest-route path from node 1 to node7. Consider the arcs between the transnodes (2-6) as two-way and travel times are shown on the arcs.1821HD38*111413नरें24#ParagraphT5915Please indicate the model first (objective function and the constraints) below then place into LINDO foroptimal solution Indicate the shortest-route path and objective value (distance) below. Show all work forcredit22BI Uwww.

The shortest route path, often referred to in the context of network routing, is the path between…

Answered: Consider the network below. Formulate…

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

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Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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(2) Find an optimal solution for the following transportation problem. Town To Valley FROM Madison (M) Yonkers (1) Pittsburgh (P) Demand FROM Madison (M) Yonkers Pittsburgh FROM 3.50 Madison (M) Yonkers FROM $8 350 Madison (M) Yonkers (1) Pittsburgh $5 SIS 350 Valley (5) $8 $5 $15 Using the Stepping-Stone method to find an optimal plan. Tol Valley Town Junction (7) $8 Pittsburgh Demand 350 Part (a) Find the new TC= $5 $15 50 350 The above feasible plan is obtained by applying the Northwest Corner Rule (e.g., 300 from M to V, etc.), and its total cost = 350($8) +50($10)+150($12) +250($4)+200($11) +250($14) = $11.800, 150 $8 200 $5 The improvement indices below are determined as follows: Supply row M first, then sows Y and P) MJ: 9-4+12-10-2 400 MB: 6-11+12-10=-3 rv: 5-12+10-8-5 600 PP: 15-14+11-12-10-8-2 PT: 6-14+11-12- PA 11-14+11-4-4 Demand 350 200 the "most negative index" We focus on cell PT (index=-9). Its closed path is: PT to PB to YB to YT, and back to PT. To increase the…
Answer correctly on excel and show workings
Maximal flow problem. Determin the Maximal flow from node 1 to 7
The City of Boston is taking bids on four construction projects. Four companies have made the bids as shown in the following table: Company 1 2 3 4 Bids Project 1 Project 2 Project 3 Project 4 $4000 $5000 $4000 - $3000 $2000 $4000 $4000 $5000 a. Each bidder can be assigned only I route. Use the assignment method (Hungarian Method) to minimize the cost of assigning the four project contracts.
Diana are currently employed as full-time supervisor at a wealth management company in Kuala Lumpur, and she want to negotiate with the head manager, Mrs. Janice to work flexible hours from home on long term bases due to her condition which have previously miscarriage for two times. She is worried about her current pregnancy which just entered the second month. She and her husband has been waiting to conceive for more than 4 years. However, Diana want to implement this flexible hour (work remotely) to everyone in the company. Diana want to work remotely because she is now having to take care of herself as according to the doctor, she is so fragile at the early of her pregnancy. She must reduce her steps to make sure no bleeding could happen. Since she was on work from home mode for the last month as she is given bed rest by the doctor, she seems to prefer working in such condition. Diana found that working remotely gave her the flexibility and was able to concentrate a lot more…
A council has a brown-field sites designated for social housing. After allowing for roads and parks it has an area of 150000 m² for social housing. The housing association intends to build a mixture of flats, two-bedroom houses, three-bedroom houses, and shops (which include a living space) on this site. The housing association wishes to maximise the number of people that can be housed but has strict housing requirements: • there must be at least twice as many two-bedroom houses as three-bedroom houses; • at least 10% of the total housing units excluding shops (i.e. flats and houses) must be flats; • buildings containing the flats (i.e a "block") must have two storeys and every flat must have the same floor space; • shops must be provided at a rate of at least one per 1500 inhabitants. The average number of inhabitants per housing unit and the ground floor area of each are given in the following table. Housing type Flat Two-bedroom house Three-bedroom house Shop Average number of…
Please answer and solve with solution & illustration for the attached problem. Thanks

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