15. The numbers of defective switches in samples of size 150 are collected as follows when the process is believed to be

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15. The numbers of defective switches in samples of size 150 are collected as follows when the process is believed to be

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15 The Numbers Of Defective Switches In Samples Of Size 150 Are Collected As Follows When The Process Is Believed To Be 1
15 The Numbers Of Defective Switches In Samples Of Size 150 Are Collected As Follows When The Process Is Believed To Be 1 (232.29 KiB) Viewed 48 times
15 The Numbers Of Defective Switches In Samples Of Size 150 Are Collected As Follows When The Process Is Believed To Be 2
15 The Numbers Of Defective Switches In Samples Of Size 150 Are Collected As Follows When The Process Is Believed To Be 2 (358.72 KiB) Viewed 48 times
15. The numbers of defective switches in samples of size 150 are collected as follows when the process is believed to be in control. Sample Number Number of Defective Switches 1 8 2 1 3 10 4 (a) [2 PTS] Compute the sample proportion for each sample and 7. Round your answers to three decimal places. Sample Number | Number of Defective Switches Sample Proportion 1 8 1 3 3 10. = (b) (2 PTS] Compute the upper control limit and the lower control limit for the p- chart. Round your answers to three decimal places. UCL: LCL: (c) 2 PIs Three additional samples are collected as follows
(C) 2 PTS] Three additional samples are collected as follows. Is the process in control according to the p-chart? Round your numbers to three decimal places. Sample Number Number of Defective Switches 5 5 6 7 9
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