Question: QUESTION 4 10 points Save Answer In a fraction nonconforming chart n = 10, UCL = 0.23, LCL = 0. Suppose the fraction non-conforming becomes

$QUESTION 4 10 points Save Answer In a fraction$

QUESTION 4 10 points Save Answer In a fraction nonconforming chart n = 10, UCL = 0.23, LCL = 0. Suppose the fraction non-conforming becomes 0.03. What is the average number of samples needed to detect the change? (Use 4 decimal places) QUESTION 5 10 points Save Answer The c chart is used to monitor the number of defects in a product, where c-bar =0.5, UCL = 2.2 and LCL = 0 (where L#3). Find the average run length? (Use 4 decimal places) QUESTION 6 10 points Save Answer A process that produces diodes is controlled through the use of a fraction nonconforming chart, where n = 100 and p = 0.1. What is the least sample size that would give an UCL

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