Please do not give solution in image format thanku Johnson Electronics manufactures a power supply used in a variety of electronics products, including printers, modems, and routers.The demand for the part is 7,900 units per week. The production of the power supply requires six different manufacturing operations,each in sequence and each having the following processing times. The net available time to work is 50 hours per week, using twoshifts.OperationOperation 1Operation 2Operation 3Operation 4Operation 5Operation 6Takt timeRequired:1. What is the Takt time, in seconds, for this product? (Round your final answer to the nearest whole number.).ProcessingTime(seconds)20Yes1723192723No2. Is the processing line properly balanced for this product?seconds per unit

The strategic role of takt time is to enhance speed, reduce cycle time and assist operation managers…

ctronics manufactures a power supply used in a w The demand for the part is 7,900 units per week. The product each in sequence and each having the following processing t shifts. Operation Operation 1 Operation 2 Operation 3 Operation 4 Operation 5 Operation 6 Processing Time (seconds) 20 17 23 19 27 23 equired: What is the Takt time, in seconds, for this product? (Round ye

ctronics manufactures a power supply used in a w The demand for the part is 7,900 units per week. The product each in sequence and each having the following processing t shifts. Operation Operation 1 Operation 2 Operation 3 Operation 4 Operation 5 Operation 6 Processing Time (seconds) 20 17 23 19 27 23 equired: What is the Takt time, in seconds, for this product? (Round ye

Cornerstones of Cost Management (Cornerstones Series)

4th Edition

ISBN:9781305970663

Author:Don R. Hansen, Maryanne M. Mowen

Publisher:Don R. Hansen, Maryanne M. Mowen

Chapter13: The Balanced Scorecard: Strategic-based Control

Section: Chapter Questions

Problem 9E: Computador has a manufacturing plant in Des Moines that has the theoretical capability to produce...

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Computador has a manufacturing plant in Des Moines that has the theoretical capability to produce 243,000 laptops per quarter but currently produces 91,125 units. The conversion cost per quarter is 7,290,000. There are 60,750 production hours available within the plant per quarter. In addition to the processing minutes per unit used, the production of the laptops uses 10 minutes of move time, 20 minutes of wait time, and 5 minutes of rework time. (All work is done by cell workers.) Required: 1. Compute the theoretical and actual velocities (per hour) and the theoretical and actual cycle times (minutes per unit produced). 2. Compute the ideal and actual amounts of conversion cost assigned per laptop. 3. Calculate MCE. How does MCE relate to the conversion cost per laptop?
Use the following information for Exercises 5-44 through 5-46: The following six situations at Diviney Manufacturing Inc. are independent. a. A manual insertion process takes 30 minutes and 8 pounds of material to produce a product. Automating the insertion process requires 15 minutes of machine time and 7.5 pounds of material. The cost per labor hour is 12, the cost per machine hour is 8, and the cost per pound of materials is 10. b. With its original design, a gear requires 8 hours of setup time. By redesigning the gear so that the number of different grooves needed is reduced by 50%, the setup time is reduced by 75%. The cost per setup hour is 50. c. A product currently requires 6 moves. By redesigning the manufacturing layout, the number of moves can be reduced from 6 to 0. The cost per move is 20. d. Inspection time for a plant is 16,000 hours per year. The cost of inspection consists of salaries of 8 inspectors, totaling 320,000. Inspection also uses supplies costing 5 per inspection hour. The company eliminated most defective components by eliminating low-quality suppliers. The number of production errors was reduced dramatically by installing a system of statistical process control. Further quality improvements were realized by redesigning the products, making them easier to manufacture. The net effect was to achieve a close to zero-defect state and eliminate the need for any inspection activity. e. Each unit of a product requires 6 components. The average number of components is 6.5 due to component failure, requiring rework and extra components. Developing relations with the right suppliers and increasing the quality of the purchased component can reduce the average number of components to 6 components per unit. The cost per component is 500. f. A plant produces 100 different electronic products. Each product requires an average of 8 components that are purchased externally. The components are different for each part. By redesigning the products, it is possible to produce the 100 products so that they all have 4 components in common. This will reduce the demand for purchasing, receiving, and paying bills. Estimated savings from the reduced demand are 900,000 per year. 5-44 Nonvalue-Added Costs Refer to the information for Diviney Manufacturing on the previous page. Required: Estimate the nonvalue-added cost for each situation.
Pratt Company produces two replacement parts for a popular line of Blu-ray disc players: Part A and Part B. Part A is made up of two components, one manufactured internally and one purchased from external suppliers. Part B is made up of three components, one manufactured internally and two purchased from suppliers. The company has two processes: fabrication and assembly. In fabrication, the internally produced components are made. Each component takes 20 minutes to produce. In assembly, it takes 30 minutes to assemble the components for Part A and 40 minutes to assemble the components for Part B. Pratt Company operates one shift per day. Each process employs 100 workers who each work eight hours per day. Part A earns a unit contribution margin of 20, and Part B earns a unit contribution margin of 24 (calculated as the difference between revenue and the cost of materials and energy). Pratt can sell all that it produces of either part. There are no other constraints. Pratt can add a second shift of either process. Although a second shift would work eight hours, there is no mandate that it employ the same number of workers. The labor cost per hour for fabrication is 15, and the labor cost per hour for assembly is 12. Required: 1. Identify the constraints facing Pratt, and graph them. How many binding constraints are possible? What is Pratts optimal product mix? What daily contribution margin is produced by this mix? 2. What is the drummer constraint? How much excess capacity does the other constraint have? Assume that a 1.5-day buffer inventory is needed to deal with any production interruptions. Describe the drum-buffer-rope concept using the Pratt data to illustrate the process. 3. Explain why the use of local labor efficiency measures will not work in Pratts TOC environment. 4. Suppose Pratt decides to elevate the binding constraint by adding a second shift of 50 workers (labor rates are the same as those of the first shift). Would elevation of Pratts binding constraint improve its system performance? Explain with supporting computations.
Use the following information for Exercises 5-44 through 5-46: The following six situations at Diviney Manufacturing Inc. are independent. a. A manual insertion process takes 30 minutes and 8 pounds of material to produce a product. Automating the insertion process requires 15 minutes of machine time and 7.5 pounds of material. The cost per labor hour is 12, the cost per machine hour is 8, and the cost per pound of materials is 10. b. With its original design, a gear requires 8 hours of setup time. By redesigning the gear so that the number of different grooves needed is reduced by 50%, the setup time is reduced by 75%. The cost per setup hour is 50. c. A product currently requires 6 moves. By redesigning the manufacturing layout, the number of moves can be reduced from 6 to 0. The cost per move is 20. d. Inspection time for a plant is 16,000 hours per year. The cost of inspection consists of salaries of 8 inspectors, totaling 320,000. Inspection also uses supplies costing 5 per inspection hour. The company eliminated most defective components by eliminating low-quality suppliers. The number of production errors was reduced dramatically by installing a system of statistical process control. Further quality improvements were realized by redesigning the products, making them easier to manufacture. The net effect was to achieve a close to zero-defect state and eliminate the need for any inspection activity. e. Each unit of a product requires 6 components. The average number of components is 6.5 due to component failure, requiring rework and extra components. Developing relations with the right suppliers and increasing the quality of the purchased component can reduce the average number of components to 6 components per unit. The cost per component is 500. f. A plant produces 100 different electronic products. Each product requires an average of 8 components that are purchased externally. The components are different for each part. By redesigning the products, it is possible to produce the 100 products so that they all have 4 components in common. This will reduce the demand for purchasing, receiving, and paying bills. Estimated savings from the reduced demand are 900,000 per year. 5-45 Driver Analysis Refer to the information for Diviney Manufacturing on the previous page. Required: CONCEPTUAL CONNECTION For each situation, identify the possible root cause(s) of the activity cost (such as plant layout, process design, and product design).
A manufacturing cell within a value stream is structured with four processes and associated processing times (for one unit): Molding: 6 minutes Grinding: 5 minutes Polishing: 5 minutes Finishing: 4 minutes How many units can the cell produce per hour (on a continuous running basis)? a. 3 units per hour b. 12 units per hour c. 15 units per hour d. 10 units per hour
Cozy, Inc., manufactures small and large blankets. It estimates $350,000 in overhead during the manufacturing of 75,000 small blankets and 25,000 large blankets. What is the predetermined overhead rate if a small blanket takes 1 machine hour and a large blanket takes 2 machine hours?
Carltons Kitchens makes two types of pasta makers: Strands and Shapes. The company expects to manufacture 70,000 units of Strands, which has a per-unit direct material cost of $10 and a per-unit direct labor cost of $60. It also expects to manufacture 30.000 units of Shapes, which has a per-unit material cost of $15 and a per-unit direct labor cost of $40. It is estimated that Strands will use 140,000 machine hours and Shapes will require 60,000 machine hours. Historically, the company has used the traditional allocation method and applied overhead at a rate of $21 per machine hour. It was determined that there were three cost pools, and the overhead for each cost pool is shown: The cost driver for each cost pool and its expected activity is shown: A. What is the per-unit cost for each product under the traditional allocation method? B. What is the per-unit cost for each product under ABC costing?
TyeDye Lights makes two products: Party and Holiday. It takes 80,900 direct labor hours to manufacture the Party Line and 93,500 direct labor hours to manufacture the Holiday Line. Overhead consists of $225,000 in the machine setup cost pool and $149,960 in the packaging cost pool. The machine setup pool has 52,000 setups for the Party product and 98,000 setups for the Holiday product. The packaging cost pool has 26,000 parts in the Party product and 39,200 parts for the Holiday product. Using the traditional cost method of direct labor hours, what is the predetermined overhead rate? A. $1.50 per direct labor hour B. $2.15 per direct labor hour C. $2.30 per direct labor hour D. $3.80 per direct labor hour
Dura-Conduit Corporation manufactures plastic conduit that is used in the cable industry. A conduit is a tube that encircles and protects the underground cable. In the process for making the plastic conduit, called extrusion, the melted plastic (resin) is pressed through a die to form a tube. Scrap is produced in this process. Information from the cost of production reports for three months is as follows, assuming that inventory remains constant: Assume that there is one-half pound of resin per foot of the finished product. a. Determine the resin materials cost per foot of finished product for each month. Round to the nearest whole cent. b. Determine the ratio of the number of resin pounds output in conduit by the number of pounds input into the process for each month. Round percentages to one decimal place. c. Interpret the resin materials cost per foot for the three months. Use the information in (a) and (b) to explain what is happening. d. Determine the conversion cost per foot of finished product for each month and interpret the result.
Five Card Draw manufactures and sells 24,000 units of Diamonds, which retails for $180, and 27,000 units of Clubs, which retails for $190. The direct materials cost is $25 per unit of Diamonds and $30 per unit of Clubs. The labor rate is $25 per hour, and Five Card Draw estimated 180,000 direct labor hours. It takes 3 direct labor hours to manufacture Diamonds and 4 hours for Clubs. The total estimated overhead is $720,000. Five Card Draw uses the traditional allocation method based on direct labor hours. A. What is the gross profit per unit for Diamonds and Clubs? B. What is the total gross profit for the year?
Eyring Manufacturing produces a component used in its production of washing machines. The time to set up and produce a batch of the components is two days. The average daily usage is 800 components, and the maximum daily usage is 875 components. Required: Compute the reorder point assuming that safety stock is carried by Eyring Manufacturing. How much safety stock is carried by Eyring?
Carsen Company produces handcrafted pottery that uses two inputs: materials and labor. During the past quarter, 24,000 units were produced, requiring 96,000 pounds of materials and 48,000 hours of labor. An engineering efficiency study commissioned by the local university revealed that Carsen can produce the same 24,000 units of output using either of the following two combinations of inputs: The cost of materials is 8 per pound; the cost of labor is 12 per hour. Required: 1. Compute the output-input ratio for each input of Combination F1. Does this represent a productivity improvement over the current use of inputs? What is the total dollar value of the improvement? Classify this as a technical or an allocative efficiency improvement. 2. Compute the output-input ratio for each input of Combination F2. Does this represent a productivity improvement over the current use of inputs? Now, compare these ratios to those of Combination F1. What has happened? 3. Compute the cost of producing 24,000 units of output using Combination F1. Compare this cost to the cost using Combination F2. Does moving from Combination F1 to Combination F2 represent a productivity improvement? Explain.