A 1 defects size B D E 88888888888888888888888888 2 21 3 24 4 16 5...

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A 1 defects size B с D E 88888888888888888888888888 2 21 3 24 4 16 5 12 6 15 7 5 8 28 9 20 10 31 11 25 12 20 13 24 14 16 15 19 16 10 17 17 18 13 19 22 20 18 21 39 22 30 23 24 24 16 25 19 26 17 27 15 28 29 30 31 32 LL F QUESTION 1 Frozen orange juice concentrate is packed in 6-oz cardboard cans. These cans are formed on a machine by spinning them from cardboard stock and attaching a metal bottom panel. A can is then inspected to determine whether, when filled, the liquid could possibly leak either on the side ## seam or around the bottom joint. If this occurs, a can is considered nonconforming. The data were collected as 30 samples of 50 cans each at ## half-hour intervals over a three-shift period in which the machine was in continuous operation. Given the data in worksheet "OJ Cans", what is the Upper Control Limit## for the proportion defective (p-chart) given all samples are of size 50? Give your answer to 4 decimals. QUESTION 2 For the control chart created in Question 1, how many outliers are above the Upper Control Limit? QUESTION 3 What is the Upper Control Limit of the p-chart after the outliers are removed from the data set used in Question 1? Give your answer to 4 decimals. A 1 defects size B с D E 88888888888888888888888888 2 21 3 24 4 16 5 12 6 15 7 5 8 28 9 20 10 31 11 25 12 20 13 24 14 16 15 19 16 10 17 17 18 13 19 22 20 18 21 39 22 30 23 24 24 16 25 19 26 17 27 15 28 29 30 31 32 LL F QUESTION 1 Frozen orange juice concentrate is packed in 6-oz cardboard cans. These cans are formed on a machine by spinning them from cardboard stock and attaching a metal bottom panel. A can is then inspected to determine whether, when filled, the liquid could possibly leak either on the side ## seam or around the bottom joint. If this occurs, a can is considered nonconforming. The data were collected as 30 samples of 50 cans each at ## half-hour intervals over a three-shift period in which the machine was in continuous operation. Given the data in worksheet "OJ Cans", what is the Upper Control Limit## for the proportion defective (p-chart) given all samples are of size 50? Give your answer to 4 decimals. QUESTION 2 For the control chart created in Question 1, how many outliers are above the Upper Control Limit? QUESTION 3 What is the Upper Control Limit of the p-chart after the outliers are removed from the data set used in Question 1? Give your answer to 4 decimals.

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Question 1 To calculate the Upper Control Limit UCL for the proportion defective pchart we need to u... View the full answer