1.Green Valley Mills produces carpet at plants in St. Louis and Richmond. The carpet isthen shipped to two outlets, located in Chicago and Atlanta. The cost per ton of shipping carpetfrom each of the two plants to the two warehouses is as follows:To (cost)From ChicagoAtlantaSt. Louis$40$65Richmond7030The plant at St. Louis can supply 250 tons of carpet per week; the plant at Richmond cansupply 400 tons per week. The Chicago outlet has a demand of 300 tons per week, and theoutlet at Atlanta demands 350 tons per week. The company wants to know the number of tonsof carpet to ship from each plant to each outlet in order to minimize the total shipping cost.Solve this transportation problem.

From Chicago Atlanta St.Louis $40 $65 Richmond $70 $30

Answered: 1. Green Valley Mills produces carpet…

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

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

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13.2 A company manufactures component parts for machine tools in North America and ships them to Southeast Asia for assembly and sale in the local market. The components are shipped by sea, transit time averages 6 weeks, and the shipping costs $2700 per shipment. The company is considering moving the parts by air at an estimated cost of $7500; the shipment taking 2 days to get there. If inventory in transit for the shipment costs $125 per day, should they ship by air?
Monczka-T rcnt Shipping is t he logistics vendorfor Handfield Manufacturing Co. in Ohio. Handfield has dailyshipments of a power-steering pump from its Ohio plant to an autoassembly line in Alabama. The value of the standard shipment is$250,000. Monczka-Trent has two options: ( I) its standard 2-dayshipment or (2) a subcontractor who will team drive overnightwith an effective delivery of one day. The extra driver costs $175.Handfield's holding cost is 35% annually for this kind of inventory.a) Which option is more economical?b) What productio n issues a re not included in the datapresented?
1.the way(s) MHE contribute to DHL warehouse operations
JuicyJuicy Company is a dairy manufacturing company in Serdang, Malaysia. This company isthe supplier of dairy products to a number of hypermarkets in the Serdang area. It is critical thateach order be delivered (shipped) and arrive at a specified time to ensure the quality of theirproducts and a good relationship with the buyers. However, for the past two weeks the productscannot reach the location on time. Resulted to that, they are getting many complaints from thecustomers and considering to switch to other suppliers. Thus, the company must overcome theproblem as quickly as possible. (a) Recommend a suitable quality tool that could identify the problem and to monitor thebusiness performance. Please explain and justify your suggestion. (b) Develop the selected tool (answer in part (a)) to show how it can clarify all possiblecauses and solution to the issue.
O 4. Port management CLEAR MY CHOICE stion Which of the following ships is suitable to ship sand? Select one: r saved O a. Roll-on Roll-off d out of b. Break-bulk carriers ion, O c. Dry-Bulk carriers O d. Crude carriers CLEAR MY CHOICE uestion High reliable carrier is a carrier who is able to provide direct service between origin and de Select one: swer saved O True
Explain the operational planning needed in this freight operation. Include the transport routes, scheduling, and the types of multi-modal transport required, between the production facility in Prague to the warehouse in Hidd. 2. Explain the rules and regulations the company must meet in transporting the goods, including a suitable Incoterm, in this freight operation. 3. An explanation of the costs involved in this freight operation and how you would calculate a suitable charge-out rate (without using numbers).
4 A local authority operates over a large geographical area. The Education Department is responsible for ensuring that stocks of a certain item are kept for distribution to schools through the area on request. In order to try to ensure supplies reach the schools promptly, the department currently operates two store warehouses, which operate independently of each other. The department is trying to assess the pros and cons of merging the two store warehouses and offering a centralised facility. For one item under consideration demand is 250 items per annum via Store A and 100 items per annum via Store B. Order costs are £10 at Store A and £11 at Store B, with holding costs 20 per cent of stock value. The item costs £4 per unit. (a) Calculate the impact on costs if the two stores merge and place combined orders for this item. (b) What other factors would you want to take into account before making a decision as to whether or not to merge the two stores?
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Weighted factor methodUse the table to calculate the most ideal X coordinate for supermarket Point Quantity offered/requested Transportation costs Coordinate X Coordinate Y Supermarket 1 3,000 0.04 4 8 Supermarket 2 3,500 0.04 7 2 Supermarket 3 2,000 0.07 3 5 Supermarket 4 1,500 0.07 7 4 Supermarket 5 1,200 0.07 6 8
Ikagami Retail receives shipments of a particular product from Booker Store and PaulEnterprises. Let x = number of units of product received from Booker Store y = number of units of products received from Paul Enterprises Requirement: a. Write an expression for the total number of units of products received by Ikagami Retail.b. Shipments from Booker Store cost P20 per unit, and shipments from Paul Ent cost P25 per unit. Develop an objective function representing the total cost of shipments to Ikagami.c. Assuming a monthly demand at Ikagami is 5,000 units, develop a constraint that requires 5,000 units to be shipped to Ikagami.d. No more than 4,000 units can be shipped from Booker, and no more than 3,000 from Paul. Develop constraints to model this situation.e. Of course, negative amounts cannot be shipped. Combine the objective function and constraints developed to state a mathematical model for satisfying the demand at Ikagami at minimum cost.
Ikagami Retail receives shipments of a particular product from Booker Store and PaulEnterprises. Let x = number of units of product received from Booker Store y = number of units of products received from Paul Enterprises Requirement: a. Write an expression for the total number of units of products received by Ikagami Retail.b. Shipments from Booker Store cost P20 per unit, and shipments from Paul Ent cost P25 per unit. Develop an objective function representing the total cost of shipments to Ikagami.c. Assuming a monthly demand at Ikagami is 5,000 units, develop a constraint that requires5,000 units to be shipped to Ikagami.
2) Using the cost table of the transportation problem shown below, do the following: a) Develop the appropriate LP model of the problem. WAREHOUSE PLANT A B C D DEMAND 1 5 10 7 20 200 2 3 12 5 25 400 3 8 10 10 18 600 4 7 8 12 30 1000 SUPPLY 200 500 300 1000

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