Consider a single sampling plan with N = 2500, n=150 and c=5 and the following partially completed table. a. b. What is the probability of O nonconforming items in a sample, if the proportion nonconforming in the lot is 2%.? What is the probability of 4 nonconforming items in a sample, if the proportion nonconforming in the lot is 3.5%? What is the probability of accepting a lot when a sample has 5 or less nonconforming items, if the proportion nonconforming in the lot is 1%? Determine the average outgoing quality limit. Calculate the average total inspection for incoming lots that are 4% nonconforming. Calculate the average sample number with a proportion nonconforming of.05 If the acceptable quality level is 2.5%, what is the probability of rejecting an acceptable lot? If you assign a poor quality level (LQL) of 6%, what is the consumer risk? d. f. h. np P. AOQ ATI Proportion nonconforming, 0.005 ASN 0.75 0.99987 0.00470 0.00936 1.50 0.010 0.015 0.99554 0.97263 2.25 0.01371 0.01722 0.020 3.00 0.91608 0.025 3.75 0.82288 0.01934 0.030 4.50 0.70293 0.01982 0.035 5.25 0.57218 0.040 6.00 0.44568 0.045 6.75 0.33377 0.01882 0.01676 0.01412 0.01135 0.00652 0.00332 0.050 7.50 0.24144 0.060 9.00 0.11569 0.070 10.50 0.05038 0.080 0.00153 12.00 13.50 0.02034 0.00773 0.090 0.00065 Consider a single sampling plan with N = 2500, n=150 and c=5 and the following partially completed table. a. b. What is the probability of O nonconforming items in a sample, if the proportion nonconforming in the lot is 2%.? What is the probability of 4 nonconforming items in a sample, if the proportion nonconforming in the lot is 3.5%? What is the probability of accepting a lot when a sample has 5 or less nonconforming items, if the proportion nonconforming in the lot is 1%? Determine the average outgoing quality limit. Calculate the average total inspection for incoming lots that are 4% nonconforming. Calculate the average sample number with a proportion nonconforming of.05 If the acceptable quality level is 2.5%, what is the probability of rejecting an acceptable lot? If you assign a poor quality level (LQL) of 6%, what is the consumer risk? d. f. h. np P. AOQ ATI Proportion nonconforming, 0.005 ASN 0.75 0.99987 0.00470 0.00936 1.50 0.010 0.015 0.99554 0.97263 2.25 0.01371 0.01722 0.020 3.00 0.91608 0.025 3.75 0.82288 0.01934 0.030 4.50 0.70293 0.01982 0.035 5.25 0.57218 0.040 6.00 0.44568 0.045 6.75 0.33377 0.01882 0.01676 0.01412 0.01135 0.00652 0.00332 0.050 7.50 0.24144 0.060 9.00 0.11569 0.070 10.50 0.05038 0.080 0.00153 12.00 13.50 0.02034 0.00773 0.090 0.00065