On the cost- volume analysis chart where the costs of two or more location alternatives have been plotted, the quantity at which two cost curves cross is the quantity at which:a) fixed costs arc equal for two alternative locations.b) variable costs are equal for two alternative locations.c) total costs are equal for all alternative locations.d) fixed costs equal variable costs for one location.c) total costs are equal for two alternative locations.
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On the cost- volume analysis chart where the costs of two or more location alternatives have been plotted, the quantity at which two cost a) fixed costs arc equal for two alternative locations. b) variable costs are equal for two alternative locations. c) total costs are equal for all alternative locations. d) fixed costs equal variable costs for one location. c) total costs are equal for two alternative locations. |
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- On the cost–volume analysis chart where the costs of twoor more location alternatives have been plotted, the quantity at which two cost curves cross is the quantity at which:a) fixed costs are equal for two alternative locations.b) variable costs are equal for two alternative locations.c) total costs are equal for all alternative locations.d) fixed costs equal variable costs for one location.e) total costs are equal for two alternative locations.Sap Manufacturing, a manufacturing company that manufactures football jerseys and located in Port Antonio, Jamaica, is preparing to build a new plant. J’s is considering three potential locations that are suitable for the construction of the plant. The fixed and variable costs for the three alternative locations are presented in the table below. Costs A B C Fixed Costs ($) 700,000 1,000,000 1,100,000 Variable ($ per unit) 28 20 18 Identify the range over which each alternative (A, B and C) is best. A manufacturing firm is considering three potential locations for a new parts manufacturing facility. A consulting firm has assessed three sites based on the four factors supplied by management as critical to the location's success. The factor weights and the consultant team scores are given in table 5 below. Scores are based on 50 = best. Locations Factors Weights A B C Labor Climate 10 35 45 20 Taxes 30 30 40 40 Utilities 20 25 20…William Green, vice president of manufacturing for computer products (CPC), and his staff are studying three midwestern alternative locations for a new production facility for producing high-resolution scanners. His staff analysts predict that the scanners will be a growing market over the next ten years, and the analyst's group shares marketing's enthusiasm for planning facilities for producing this new product line. The analysts have developed these estimates for the three locations; In what range of production volume would each of the locations be preferred (at the minimum cost)? Variable cost locations Annual Fixed costs per scanner Cleveland, Ohio $390,000 $34 South Bend, Indiana $360,000 $37 Grand Rapids, Michigan $310,000 $40
- 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 2 4 6 8 10 14 16 18 20 Q (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.The following table shows the fixed cost and variable cost for 3 locations. Construct cost curves for these 3 locations for production from 0 to 200 units at 20 units intervals. What would be the range of production units that would give Location A a competitive advantage? What would be the range for Location B and Location C, respectively?The fixed and variable costs for four potential plant sites for Brent Snyder's Ski Supplies are shown here: a) Graph the total-cost lines for the four potential sites.b) Over what range of annual volume is each location the preferable one (that with lowest expected cost)?c) If expected volume of the ski equipment is 5,000 units, which location would you recommend?
- Consider this data for three potential locations A1, A2, and A3. factor weight A1 A2 A3 initial cost 100 150 140 traffic 12 40 40 30 maintenance 2 20 25 18 dock space 25 10 12 neighborhood 4 12 8 15 What is the composite score for the alternative "A2"? (Compute composite score as the sum of (weight times score) - i.e. you do not have to convert weights to add to one)A dental care facility location analysis has been narrowed down to two locations in Alexandria; Stanley and Camp-Cesar. The main factors in the decision will be the supply of dental clinic raw materials, which has a weight of 0.50, transportation cost, which has a weight of 0.40, and labor cost, which has a weight of 0.10. The scores for raw materials, transportation, and labor are for Stanley 60, 80, and 70, respectively; for Camp-Cesar 70, 50, and 90, respectively. Given this information and a minimum acceptable composite score of 75, we can say that the facility OM should: A. be indifferent between these locationsB. choose StanleyC. choose Camp-CesarD. reject both locationsE. build a dental care facility in both districts.Why? – Comment to justify your (the OM) decision.The manager of a car soft drinks facility wants to expand its operations in the coming year. He wants to build a new facility to do so. There are three possible locations for this facility. The fixed and variable costs involved are given in the table below: Locations Costs A B C Fixed 500,000 600,000 800,000 Variable 40 30 20 i. Based on costs, over what range of units will location A be preferred?ii. Based on costs, over what range of units will location B be preferred?iii. Based on costs, over what range of units will location C be preferred?
- Peggy Lane Corp., a producer of machine tools, wants to move to a larger site. Two alternative locations have been identified: Bonham and McKinney Bonham would have fixed costs of $780,000 per year and variable costs of $15,000 per standard unit produced McKinney would have annual fixed costs of $920,000 and variable costs of $13,800 per standard unit. The finished items sell for $30,000 each. a) The volume of output at which both the locations have the same profit = standard units (round your response to the nearest whole number). b) Based on the analysis of the volume, after rounding the numbers to the nearest whole number, Bonham is superior below c) Based on the analysis of the volume, after rounding the numbers to the nearest whole number, McKinney is superior above d) The break-even point for Bonham is The break-even point for McKinney is units. (Enter your response rounded to the nearest whole number) units. (Enter your response rounded to the nearest whole number) standard…State examples of good and bad location decisions?Fruit Centre Ice Cream Parlor is deciding where to locate a new facility. The annual fixed costs, initial fixed costs and variable costs for each site have been estimated as follows; Location Annual Fixed Costs (shs) Initial Fixed costs selling price (shs) Variable costs(shs) Namugongo 35,000 400,000 200/unit 200/unit Kireka 19,000 250,000 400/unit 45/unit Banda 15,000 200,000 600/unit 2500/unit Ntinda 95,000 170,000 100/unit 360/unit If demand is expected to be 2000 units, which location is best? and Forecasting is a key component in operations management. Identify and describe any three methods of forecasting that you would recommend to a service industry.