Homework Answers
Due to insufficient time, i will not answer (b) and (d).
please separate questions , i will answer it .
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Problem 2:(25 points) Consider a double sampling plan with n1 20,n2 40, 1 2, and c2 -4. If the in...
29, A single sampling plan consists of: N. 1480. n iso, and c-2. If an incoming...
29, A single sampling plan consists of: N. 1480. n iso, and c-2. If an incoming lot containing 2% non- conforming is inspected using this plan, the probability that this lot will be accepted is: a. 0.199 b. 0.224 c. 0.271 d. 0.423 e. 0.667 30. Using the acceptance sampling plan in question 29 above, the average total inspection would be about: a. 150 b. 563 С. 626 d. 713 e. 917 Probability of having less than two nonconforming parts...
please answer to question 10-36. 10-33 A double sampling plan is desired that has a producer's...
please answer to question 10-36.
10-33 A double sampling plan is desired that has a producer's risk of 0.05 at AQL-1.8% nonconforming and a consumer's risk of 0.10 at LQL = 8.5% nonconforming. The lot size is 1500, and the sample sizes are assumed to be equal. Find the sampling plan if the producer's stipulation is to be satisfied exactly. Find the average sample number for lots that are 1.8% nonconforming. 10-35 Refer to Exercise 10-33. Find the double sampling...
Problem 5:(20 points) For the CSP-1 plan with f=1/4 and i-32, evaluate the following performance ...
answer this manually
Problem 5:(20 points) For the CSP-1 plan with f=1/4 and i-32, evaluate the following performance measures if this plan implemented for a process with p.05. a) The average of units inspected during 100% inspection procedure. b) The average of units passed under sampling inspection procedure c) The average fraction of total manufactured units inspected. d) The average outgoing Quality. e) Probability of acceptance.
Problem 5:(20 points) For the CSP-1 plan with f=1/4 and i-32, evaluate the following...
Problem 1 [20 points]: Consider a single-sampling plan (n, c) with lot fraction nonconforming p. ...
Really short question! Please help me to solve! THANK
YOU!
Problem 1 [20 points]: Consider a single-sampling plan (n, c) with lot fraction nonconforming p. (a) [5 points] Supposec 0. Show that AOQ attains it maximum when p 1/(n+1). (b) [9 points] Suppose c 1. Show that AOQ attains it maximum when (c) [6 points] What is the worst possible average outgoing quality for the single-sampling plan with (1) (n, c) (20,0) and (ii) (n, c) - (30,1)?
Problem 1...
Q1-Given OC curve, 1) explain the acceptance sampling policy? (40 points) 2) At a-0.05, how many nonconforming products will be expected in a lot? (40 points) AQL, 1-100a) 100 0 100α 5 AQL 0.7% 95 25...
Q1-Given OC curve, 1) explain the acceptance sampling policy? (40 points) 2) At a-0.05, how many nonconforming products will be expected in a lot? (40 points) AQL, 1-100a) 100 0 100α 5 AQL 0.7% 95 25 75 N 4000 n300 50 50 75 25 LQ = 2.6% 100B 10 100 2 2.6 3 0.7 1 Percent Nonconforming (100po) FIGURE 10-13 Consumer-Producer Relationship
Q1-Given OC curve, 1) explain the acceptance sampling policy? (40 points) 2) At a-0.05, how many nonconforming products...
Question 2 25 points Save Answer Problem Solving #2. (Finding a Job Through Networking in a...
Question 2 25 points Save Answer Problem Solving #2. (Finding a Job Through Networking in a survey of randomly selected 40 workers, to the question what is the strategy for finding jobs after graduation?. their answers are given as follows: N-Networking R-Regular application A Advertisement 0Other means TRN N NON ANNNN O NA NRN N N N N N N N N N N (a) What is the underlying population of interest? What is the variable is the variable qualitative...
X1-X2-10 24. Consider the test HoHa-μ2-10 vs. μι-μ2 > 10 using the test statistic z-1-2 n1...
X1-X2-10 24. Consider the test HoHa-μ2-10 vs. μι-μ2 > 10 using the test statistic z-1-2 n1 n2 Suppose throughout that σ1-15 and σ2 20. a) Find the p-value if X1 -145.8 based on 50 samples and X2 -130.1 based on 50 samples b) Assume that the significance level of the test is 0.03. What is the conclusion?If it turns out that the conclusion was an error, is it a type I or type II error? c) Assuming the significance level...
Would Not Approve of Driving Drunk Would Not Approve of Driving Drunk n1=40 n2=25 X¯1=2.1 X¯2=8.2...
Would Not Approve of Driving Drunk Would Not Approve of Driving Drunk n1=40 n2=25 X¯1=2.1 X¯2=8.2 s1=1.8 s2=1.9 John Worrall and colleagues (2014) found that the fear of losing the good opinion of one’s family and peers kept people from driving home drunk. Let’s say we have two independent random samples of people: those who think that their peers would disapprove of them from driving drunk, and those who think that their peers would either not care or approve of...
CASE 14 SAM PLING DISTRIBUTORS "We have to think more about our acceptance sampling decisions," said Buddy Abbot, head of the production department of Sam Pling Distributors. Sam Pling Dist...
CASE 14 SAM PLING DISTRIBUTORS "We have to think more about our acceptance sampling decisions," said Buddy Abbot, head of the production department of Sam Pling Distributors. Sam Pling Distributors is a large company providing over twenty percent of the tire nuts used by American automobile manufacturers Listening attentively was Louis Costello, Abbot's assistant, who was charged with the sampling procedures used to ensure that out-going shipments conformed to the proper specifications noted on the order form. The key quality...
1. Consider the following data: 18, 20, 25, 31, 32, 38, 39, 40, 43, 49, 51,...
1. Consider the following data: 18, 20, 25, 31, 32, 38, 39, 40, 43, 49, 51, 54, 65, 74 Use 4 classes. a. Class width : b. Complete the following table. ????? ?????? ????? − ????? Class Boundaries Midpoint Frequencies Relative Frequencies Cumulative Frequencies c. Draw a histogram. d. Draw a relative frequency histogram. e. Make a stem-and-leaf display. f. Find the interquartile range. g. Make a box-and-whisker plot. h. Determine the distribution shape. Please comment on all three plots....
29, A single sampling plan consists of: N. 1480. n iso, and c-2. If an incoming lot containing 2% non- conforming is inspected using this plan, the probability that this lot will be accepted is: a. 0.199 b. 0.224 c. 0.271 d. 0.423 e. 0.667 30. Using the acceptance sampling plan in question 29 above, the average total inspection would be about: a. 150 b. 563 С. 626 d. 713 e. 917 Probability of having less than two nonconforming parts...
please answer to question 10-36.
10-33 A double sampling plan is desired that has a producer's risk of 0.05 at AQL-1.8% nonconforming and a consumer's risk of 0.10 at LQL = 8.5% nonconforming. The lot size is 1500, and the sample sizes are assumed to be equal. Find the sampling plan if the producer's stipulation is to be satisfied exactly. Find the average sample number for lots that are 1.8% nonconforming. 10-35 Refer to Exercise 10-33. Find the double sampling...
answer this manually
Problem 5:(20 points) For the CSP-1 plan with f=1/4 and i-32, evaluate the following performance measures if this plan implemented for a process with p.05. a) The average of units inspected during 100% inspection procedure. b) The average of units passed under sampling inspection procedure c) The average fraction of total manufactured units inspected. d) The average outgoing Quality. e) Probability of acceptance.
Problem 5:(20 points) For the CSP-1 plan with f=1/4 and i-32, evaluate the following...
Really short question! Please help me to solve! THANK
YOU!
Problem 1 [20 points]: Consider a single-sampling plan (n, c) with lot fraction nonconforming p. (a) [5 points] Supposec 0. Show that AOQ attains it maximum when p 1/(n+1). (b) [9 points] Suppose c 1. Show that AOQ attains it maximum when (c) [6 points] What is the worst possible average outgoing quality for the single-sampling plan with (1) (n, c) (20,0) and (ii) (n, c) - (30,1)?
Problem 1...
Q1-Given OC curve, 1) explain the acceptance sampling policy? (40 points) 2) At a-0.05, how many nonconforming products will be expected in a lot? (40 points) AQL, 1-100a) 100 0 100α 5 AQL 0.7% 95 25 75 N 4000 n300 50 50 75 25 LQ = 2.6% 100B 10 100 2 2.6 3 0.7 1 Percent Nonconforming (100po) FIGURE 10-13 Consumer-Producer Relationship
Q1-Given OC curve, 1) explain the acceptance sampling policy? (40 points) 2) At a-0.05, how many nonconforming products...
Question 2 25 points Save Answer Problem Solving #2. (Finding a Job Through Networking in a survey of randomly selected 40 workers, to the question what is the strategy for finding jobs after graduation?. their answers are given as follows: N-Networking R-Regular application A Advertisement 0Other means TRN N NON ANNNN O NA NRN N N N N N N N N N N (a) What is the underlying population of interest? What is the variable is the variable qualitative...
X1-X2-10 24. Consider the test HoHa-μ2-10 vs. μι-μ2 > 10 using the test statistic z-1-2 n1 n2 Suppose throughout that σ1-15 and σ2 20. a) Find the p-value if X1 -145.8 based on 50 samples and X2 -130.1 based on 50 samples b) Assume that the significance level of the test is 0.03. What is the conclusion?If it turns out that the conclusion was an error, is it a type I or type II error? c) Assuming the significance level...
CASE 14 SAM PLING DISTRIBUTORS "We have to think more about our acceptance sampling decisions," said Buddy Abbot, head of the production department of Sam Pling Distributors. Sam Pling Distributors is a large company providing over twenty percent of the tire nuts used by American automobile manufacturers Listening attentively was Louis Costello, Abbot's assistant, who was charged with the sampling procedures used to ensure that out-going shipments conformed to the proper specifications noted on the order form. The key quality...
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