Wiebe Trucking, Inc., is planning a new warehouse to serve the western United States. Denver, Santa Fe, and Salt Lake City are under consideration. For each location, annual fixed costs (rent, equipment, and insurance) and average variable costs per shipment (labor, transportation, and utilities) are listed in the following table. Sales projections range from 550,000 to 600,000 shipments per year. Location Annual fixed cost Variable Costs per Shipment Denver $5,000,000 $4.65 Santa Fe $4,200,000 $6.25 Salt Lake City $3,500,000 $7.25 a. Plot the total cost curves for all the locations on a single graph. b. Which city provides the lowest overall costs? Thank you!!!

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 ] > >

The Giant Farmer Company processes food for sale in discount food stores. It has two plants: one in Chicago and one in Houston. The company also operates warehouses in Miami, Florida; Denver, Colorado; Lincoln, Nebraska; and Jackson, Mississippi. Forecasts indicate that demand soon will exceed supply and that a new plant with a capacity of 8,000 cases per week is needed. The question is where to locate the new plant. Three potential sites are Buffalo, Atlanta, and Memphis. The two tables below give data on capacities, forecasted demand, and shipping costs that have been gathered. Plant Chicago Houston Capacity (cases per week) New plant Warehouse Plant Chicago Houston Buffalo (alternative 1) Atlanta (alternative 2) Memphis (alternative 3) For each alternative new plant location, determine the total cost of the shipping pattern that will minimize total transportation costs. Where should the new plant be located? If the new plant is located in Buffalo, the optimal cost is $ (Enter your…