Rauschenberg Manufacturing is investigating which locations would best position its new plant relative to three important customers (located in cities A, B, and C). As shown in the table below, all three customers require multiple daily deliveries. Management limited the search for this plant to those three locations and compiled the following information: Coordinates (miles) (300,300) (500,200) (300,200) Location Deliveries per day A B 4 a. Which of these three locations yields the smallest load-distance score, based on Euclidean distances? Location yields the smallest load-distance score of (Enter your response rounded to one decimal place.) b. Which of these locations is best, based on rectilinear distances? Location is the best, yielding a load-distance score of. (Enter your response as a whole number.) c. What are the coordinates of the center of gravity? The center of gravity is x = miles, y miles. (Enter your responses rounded to one decimal place.)

What are the advantages and disadvantages of using the weighted factor method, centre of gravity method and location break even analysis in operations management when looking at locations

b. An operations manager has narrowed down the search for a new King Kola plant to three locations. Fixed and variable costs follow. Location Fixed Cost Variable Cost A $100,000 $10 B $150,000 $7 C $200,000 $5 600 Annual 500 Cost ($000) 400 300 200 100 6 8 10 14 16 18 20 0 (000s of units) i. Plot the total cost curves in the chart provided above and identify the range over which each location would be best. ii. Use break-even analysis to calculate exactly the break-even quantity that defines each range.

A manager received an analysis of several cities being considered for a new office complex. The data (10 points maximum) are as follows: Factor Business services Community services Real estate cost Construction costs Cost of living Taxes Transportation A с Thus, Location Score A A B с Thus, 17 17 17 8 6 4 3 2 8 9 B 6 6 Click here for the Excel Data File a. If the manager weights the factors equally, how would the locations stack up in terms of their composite factor rating scores? 8 7 7 19 19 19 5 7 is/are the best. C 6 7 7 6 8 b. If business services and construction costs are given weights that are double the weights of the other factors, how would the locations stack up? is/are best and 4 8 is/are least desirable.

An operations manager has narrowed down the search for a new King Kola plant to three locations. Fixed and variable costs follow. Fixed Cost Variable Cost Location A $100,000 $10 B $150,000 $7 C $200,000 $5 600 Annual 500 Cost ($000) 400 i. ii. 300 200 100 2 4 6 8 10 14 16 18 20 Q (000s of units) Plot the total cost curves in the chart provided above and identify the range over which each location would be best. [7 marks] Use break-even analysis to calculate exactly the break-even quantity that defines each range. [3 marks]

A larger and more modern main post office is to be constructed at a new location in Davis, California. Growing suburbs caused a shift in the population density from where it was 40 years ago, when the current facility was built. Annette Werk, the postmaster, asked her assistants to draw a grid map of the seven points where mail is picked up and delivered in bulk. The coordinates and trips per day to and from the seven mail source points and the current main post office, M, are shown in the following table. M will continue to act as a mail source point after relocation. Mail Source Point Round trips per day x, y, Coordinates (miles) 1 8 2 2 1 6 3 4 6 7 M 2 4 8 The center of gravity "X" coordinate = 10 The center of gravity "Y" coordinate = 6 (11,5) (15,5) (1, 13) (2, 1) (4, 14) (16, 12) (15,5) (14,2) a. Calculate the center of gravity as a possible location for the new facility. (Enter your responses rounded to the nearest whole number.) b. Compare the load-distance scores for the…

- What is the weight-distance product for the center of gravity?

Develop a network showing the origin nodes, destinations, arcs, cost per arc, supply, and demand. Match the correct answer to each question. Warehouse A B C D City E City F City G City H Warehouse Supply. 0.51 0.21 0.52 0.41 4000 Question 1 0.31 Question 2 0.56 0.43 0.35 0.41 0.28 City Demand 4,400 3,000 6,500 4,700 Match the correct answer to the following questions: 1. What is the supply constraint for Warehouse D? 2. What demand constraint for City H? 0.32 0.54 0.33 4000 0.54 0.34 0.52 6300 6000 [Choose ] [Choose ] > >

b. A food manufacturer wants to locate a warehouse to serve its major customers.   The customers, annual volume and the X and Y coordinates are shown in the   table below. Customer Annual Volume X-Coordinate Y-Coordinate Judy inc 25 3 7 Zac Supermarket 13 5 2 Harry Inc. 6 8 4 Sky Productions 4 1 5 i. Using the centre of gravity location technique, determine the location   coordinates that will minimize the transportation costs for their family of   products

Problem 8-10 Factor Initial cost Traffic Maintenance Dock space Neighborhood Location East #1 East #2 West Weight East #1 100 60 20 24 15 0 00 00 N West East #1 East #2 8 8 4 4 2 East #2 110 35 25 24 9 a. Using the above factor ratings, calculate the composite score for each location. West 110 35 Composite Score 25 13 11 b. Determine which location has the highest composite score: