(a) A chemical process has a normal wastage of 10% of input. In a period, 2,500bags of material were input and there was abnormal loss of 75 bags. What quantity of good output was achieved?
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- A chemical process has a normal wastage of 10%of input. In a period, 2,500kgs of materials were input and there was an abnormal loss of 75kgs.What quality of good production was achieved?A chemical process has a normal wastage of 5% of input. In period 1, 4,000kg of material were input and there was an abnormal loss of 80kg. The quantity of good production isA. 3,720kgB. 3,800kgC. 3,870kgD. 3,920kg900 units are introduced in a process in which normal loss is 20%. If the actual output of the process is 650 units, then there is... a. Normal gain O b. Neither abnormal loss nor abnormal gain c. Abnormal Loss d. Abnormal gain
- Using the Taguchi quality loss function, an average loss of 20 per unit is calculated. During the year, 25,000 units were produced. Which of the following statements represents the correct application of the Taguchi loss function? a. The hidden costs of internal failure are 500,000. b. The hidden costs of external failure are 500,000. c. The costs of detection activities are 20 per unit inspected. d. The total external costs are 500,000.The following table presents the flow of production in units. Assume that there are 5,000 total spoiled units at each stage of completion and that the normal spoilage rate is 3% of good units passing the inspection point. What is the number of normal spoiled units recognized at the 40% stage of completion? Click the icon to view the flow of production table. O A. 1,950 B. 1,500 C. 1,800 D. 1,650 E. 1,740 Flow of Production Work-in-process beginning (20% complete) Started during the month To account for Good units completed and transferred Normal spoilage Abnormal spoilage Work-in-process ending inventory (30% complete) To account for Physical Units Inspection at Stage of Completion at 15% at 40% at 100% 10,000 10,000 10,000 55,000 55,000 55,000 65,000 65,000 65,000 58,000 ? ? 3,000 65,000 58,000 ? ? 3,000 65,000 58,000 2.2. ? ? 3,000 65,000 XSolve the word problem for the portion, rate, on base. A quality control process finds 25.6 defects for every 6400 units of production. What percent of the production is defective? 40 Ex %
- 1. Yellow Co has two processes, Y and Z. There is an expected loss of 5% of input in process Y and 7% of input in process Z. Activity during a four week period is as follows. Y Material input (kg) 20,000 Output (kg) 18,500 26,100 Is there an abnormal gain or abnormal loss for each process? Z 28,000 2. 3,000 units of material are input to a process. Process costs are as follows. Material $11,700 Conversion costs $6,300 Output is 2,000 units. Normal loss is 20% of input. Required Prepare a process account and the appropriate abnormal loss/gain account.The following table presents the flow of production in units. Assume that there are 5,000 total spoiled units at each stage of completion and that the normal spoilage rate is 3% of good units passing the inspection point. What is the number of abnormal spoiled units recognized at the 40% stage of completion? Click the icon to view the flow of production table. A. 3,500 B. 3,260 C. 3,200 D. 3,350 E. 3,050 Flow of Production Work-in-process beginning (20% complete) Started during the month To account for Good units completed and transferred Normal spoilage Abnormal spoilage Work-in-process ending inventory (30% complete) To account for Physical Units Inspection at Stage of Completion at 15% at 40% at 100% 10,000 10,000 10,000 55,000 55,000 55,000 65,000 65,000 65,000 58,000 ? ? 3,000 65,000 58,000 ? ? 3,000 65,000 58,000 ? ? 3,000 65,000 - XA company has provided the following information for one of its products for each hour of production: Actual velocity – 100 units (per hour); Move time – 20 minutes; Inspection time – 15 minutes; Rework time – 10 minutes. What if waste is reduced by one-third? What is the new MCE?a..33b..23c..15d..60
- Suppose that Motorola uses the normal distribution to determine the probability of defects and the number of defects in a particular production process. Assume that the production process manufactures items with a mean weight of 10 ounces. Calculate the probability of a defect and the suspected number of defects for a 1,000-unit production run in the following situations. a. The process standard deviation is 0.15, and the process control is set at plus or minus one standard deviation. Units with weights less than 9.85 or greater than 10.15 ounces will be classified as defects. b. Through process design improvements, the process standard deviation can be reduced to 0.05. Assume that the process control remains the same, with weights less than 9.85 or greater than 10.15 ounces being classified as defects. c. What is the advantage of reducing process variation, thereby causing process control limits to be at a greater number of standard deviations from the mean?A chemical process has a normal wastage of 10% of input. In a period, 2,500bags of material were input and there was abnormal loss of 75 bags. What quantity of good output was achieved?(b) P Ltd produces a certain food item in a manufacturing process. During Dec 2021, 500 units of material were input to process, with a cost of Kshs 9,000.Direct labour cost for the month was Kshs.3,840.Production overhead is absorbed at rate of 200%of direct labour cost. Closing WIP in the month were 100 units. These were 80% complete. There was no loss during the process.Required.(i) Determine the unit cost of an item. (ii) Determine the full production cost of completed units during the month of Dec.2021(iii) Determine the value of w-i-p as at 31st December 2021Traya Corp.'s management keeps track of the time it takes to process orders. During the most recent month, the following average times were recorded per order: Wait time is 10.6 days; Inspection time 0.2 day; Process time 2.6 days; Move time 0.6 days; Queue 3.2 days. a. Compute the throughput time b. Compute the manufacturing cycle efficiency c. What percentage of the production time is spent in non-value added activities? d. Compute the delivery cycle time With solution pls
