Deck 10: B: Statistical Quality Control

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Question
Acceptance sampling plans must specify the lot size,the sample size,and the acceptance/rejection criteria.
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Question
The steeper an OC curve is,the less it tends to discriminate between good and bad lots.
Question
The terms "consumer's risk" and "alpha risk" both refer to a Type I error.
Question
Inspection both before and after production involves acceptance sampling procedures.
Question
In a double-sampling plan,a second sample is taken if the results of the first sample are inconclusive.
Question
The ability of an acceptance sampling plan to discriminate between good and bad quality lots is described by its operating characteristic curve.
Question
The purpose of acceptance sampling is to decide whether a batch of items satisfies predetermined standards.
Question
Acceptance sampling is a form of inspection applied to items that are part of an ongoing process.
Question
Acceptance sampling is most useful when the cost consequences of passing defectives are low.
Question
Acceptance sampling procedures can be applied to both attribute and variable inspection.
Question
If a lot,or batch,is "rejected" during acceptance sampling,the lot will usually be thrown away.
Question
Acceptance sampling is applied to batches of items during the production process.
Question
In a single-sampling plan,the entire lot,or batch of items,is accepted or rejected based upon only one specified sized sample.
Question
The AQL is associated with a producer's risk.
Question
The average outgoing quality (AOQ)assumes that lots contain some given proportion defective.
Question
In a double-sampling plan,a second sample may not be taken if the results of the first sample are conclusive.
Question
A double-sampling plan always requires a second sample.
Question
The LTPD is associated with a consumer's risk.
Question
Inspection that occurs during the production process is known as acceptance sampling.
Question
The cost and time required for inspection dictate the type of sampling plan used.
Question
A Type II (beta)error occurs when:

A) a bad lot is accepted.
B) a good lot is rejected.
C) a bad lot is rejected.
D) a good lot is accepted.
E) none of the choices.
Question
Sampling plans typically specify:

A) lot size.
B) sample size.
C) number of samples to be taken.
D) acceptance/rejection criteria.
E) sample size, number of samples to be taken, and acceptance/rejection criteria.
Question
In acceptance sampling,the level of inspection automatically adjusts to the quality of lots being inspected,assuming that:

A) a single-sampling plan is used.
B) double-sampling plans are used.
C) multiple-sampling plans are used.
D) "rejected" lots are subjected to 100 percent inspection.
E) none of the choices.
Question
"Average outgoing quality" will show the average quality level of inspected and uninspected lots for any given incoming proportion defective.
Question
A lot can be "accepted" or "rejected" in a multiple-sampling plan:
I)after one sample is checked multiple times.
II)after two samples are taken.
III)after one or more samples are taken.

A) I only
B) II only
C) III only
D) I or II
E) I or III
Question
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If the cost of replacing a defective Gizmo once it has been shipped is $2.00,while the cost of 100% inspection prior to shipment is $.40 each,at what point is he indifferent between 100% inspection or shipment without inspection?

A) 0% defectives
B) 2% defectives
C) 5% defectives
D) 20% defectives
E) 30% defectives
Question
Which one of the following would not be a reason for using acceptance sampling?

A) High cost of passing defectives
B) Large number of items
C) Destructive testing
D) Boredom and fatigue that would accompany complete inspection
E) All of the choices are reasons.
Question
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If he uses an acceptance sampling plan of n = 5 and c = 2,what will be the average outgoing quality (AOQ)for batches with 40% defectives?

A) 0.1270
B) 0.2730
C) 0.3174
D) 0.6826
E) 0.7270
Question
The AQL indicates:

A) acceptable quality level.
B) average quality level.
C) actual quality level.
D) aggregate quality level.
E) approximate quality level.
Question
Acceptance sampling plans might call for selection of:

A) a single sample.
B) two samples.
C) several samples.
D) all of the choices.
E) none of the choices.
Question
The AOQ shows:

A) the maximum quality.
B) how well a sampling plan can discriminate between good and bad lots.
C) the actual quality level.
D) "good" quality.
E) none of the choices.
Question
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If the cost of replacing a defective poster once it has been shipped is $10.00,while the cost of complete 100% inspection prior to shipment is $.50 per poster,at what point is she indifferent between complete inspection or shipment without inspection?

A) 5%
B) 10%
C) 12%
D) 20%
E) 25%
Question
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If,based on her acceptance sample,she decides to ship this lot without inspection,which type error would be possible?

A) Type I
B) Type II
C) Both Type I and Type II error
D) Neither Type I nor Type II error
E) Cannot be determined exactly
Question
A Type I (alpha)error occurs when:

A) a bad lot is accepted.
B) a good lot is rejected.
C) a bad lot is rejected.
D) a good lot is accepted.
E) none of the choices.
Question
The ability of a sampling plan to discriminate between lots of high quality and lots of low quality is described by:

A) a Gantt chart.
B) an operating characteristic curve.
C) an average outgoing quality curve.
D) a process control chart.
E) a range chart.
Question
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If he uses an acceptance sampling plan of n = 5 and c = 2,what is the probability that,if this batch is 40% defective,it will be rejected and receive 100% inspection prior to shipment?

A) 0.1270
B) 0.2730
C) 0.3174
D) 0.6826
E) 0.7270
Question
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If,based on his acceptance sample,he decides to ship this batch without inspection,which type of error would be possible?

A) None would be possible
B) Producer's error
C) Type I error
D) Type II error
E) Both Type I and Type II error
Question
A lot can be "accepted" or "rejected" in a double-sampling plan:
I)after one sample is taken.
II)after two samples are taken.
III)after one sample is checked twice.

A) I only
B) II only
C) III only
D) I or II
E) I or III
Question
The purpose of acceptance sampling is to:

A) estimate process quality.
B) estimate lot quality.
C) detect and eliminate defectives.
D) decide if a lot meets predetermined standards.
E) accept samples of products.
Question
An OC curve shows:

A) average outgoing quality.
B) the average outgoing quality limit.
C) out of control criteria.
D) operating control.
E) probability of acceptance versus lot quality.
Question
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If the cost of replacing a defective IC once it has been shipped is $5.00,while the cost of complete (100%)inspection prior to shipment is $.20 each,at what point is he indifferent between complete inspection or shipment without inspection?

A) 0% defectives
B) 4% defectives
C) 5% defectives
D) 9% defectives
E) 22% defectives
Question
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If she uses an acceptance sampling plan of n = 10 and c = 2,what will be the average outgoing quality (AOQ)for lots with 20% defectives?

A) 0.13556
B) 0.20000
C) 0.23630
D) 0.58434
E) 0.32484
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If c = 2,what is the probability that,if this lot were 5% defective,it would be rejected and completely inspected prior to shipment? 10% defective? 15%? 20%?<div style=padding-top: 35px> If c = 2,what is the probability that,if this lot were 5% defective,it would be rejected and completely inspected prior to shipment?
10% defective?
15%?
20%?
Question
Shipments of bowling balls are sampled before delivery to a warehouse.Lots of 600 balls are checked,using 10 observations from each lot.Any lot with more than one defective is rejected.Calculate values for the operating characteristic curve for this sampling plan.
Question
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what will be the average outgoing quality (AOQ)for lots with 10% defectives?

A) .0813
B) .0962
C) .1869
D) .7318
E) .8131
Question
A firm that makes plastic wrapping material takes random samples of 50 items from each lot before it is sent to a customer.Lots contain 2,000 items each.Any lot with more than one defective is subjected to 100 percent inspection,and any defectives are replaced with good ones.
(i)Construct the OC curve for this plan.
(ii)Construct the AOQ curve for this plan.What is the approximate AOQ limit?
Question
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If he uses an acceptance sampling plan of n = 20 and c = 1,what is the probability that,if this batch is 15% defectives,it will be rejected and completely inspected prior to shipment?

A) 0.0263
B) 0.1237
C) 0.1756
D) 0.8244
E) 0.9737
Question
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what is the probability that,if this lot is 10% defective,it will be accepted for shipment without inspection?

A) .9619
B) .9428
C) .8131
D) .4305
E) .1869
Question
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If the indifference point between complete inspection or shipment without inspection is 12% defectives,and she decides to sample 15 posters (n = 15),what is the maximum number of sample defectives (c)for which this lot would be accepted for shipment without further inspection?

A) 0 defectives
B) 1 defective
C) 2 defectives
D) 3 defectives
E) 4 defectives
Question
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If she uses an acceptance sampling plan of n = 10 and c = 2,what is the probability that,if this lot is 10% defective,it will be accepted for shipment without inspection?

A) 0.9298
B) 0.0702
C) 0.8189
D) 0.2198
E) 0.5995
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If c = 2,what is the probability that,if this lot were 5% defective,it would be accepted for shipment without inspection? 10% defective? 15%? 20%?<div style=padding-top: 35px> If c = 2,what is the probability that,if this lot were 5% defective,it would be accepted for shipment without inspection?
10% defective?
15%?
20%?
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If this lot were 5% defective,what type error would be possible? For an acceptance sampling plan with c = 2,what would be the risk of this error?<div style=padding-top: 35px> If this lot were 5% defective,what type error would be possible?
For an acceptance sampling plan with c = 2,what would be the risk of this error?
Question
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If,based on his acceptance sample,he decides to ship this batch without inspection,which type error would be possible?

A) None would be possible
B) Producer's error
C) Type I error
D) Type II error
E) Both Type I and Type II error
Question
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what is the probability that,if this lot is 15% defective,it will be rejected and completely inspected prior to shipment?

A) .8948
B) .8131
C) .6572
D) .5033
E) .3428
Question
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If the indifference point between complete inspection and shipment without inspection is 9% defectives,and he decides to sample 40 IC's (n = 40),what is the maximum number of sample defectives (c)for which this batch would be accepted for shipment without inspection?

A) 0 defectives
B) 1 defective
C) 2 defectives
D) 3 defectives
E) 4 defectives
Question
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If he uses an acceptance sampling plan of n = 20 and c = 1,what will be the average outgoing quality (AOQ)for batches with 15% defectives?

A) 0.0263
B) 0.1237
C) 0.1756
D) 0.8244
E) 0.9737
Question
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If the cost of replacing a defective widget once it has been shipped is $5.00,while the cost of complete (100%)inspection prior to shipment is 30 cents per widget,what is the point of indifference between complete inspection and shipment without inspection?

A) 1.67% defectives
B) 3% defectives
C) 5% defectives
D) 6% defectives
E) 16.7% defectives
Question
A manufacturer purchases large quantities of metal brackets from several suppliers.The brackets are shipped in lots of 8,000 each.Random samples of 40 brackets are taken from each lot,and the lot is rejected if any defectives are discovered.Rejected lots are subjected to 100 percent inspection,and any defectives are replaced with good brackets.Determine the average outgoing quality limit for this sampling plan.
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   What is the point of indifference between 100 percent inspection or shipment without inspection?<div style=padding-top: 35px> What is the point of indifference between 100 percent inspection or shipment without inspection?
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If this lot were 20% defective,what type error would be possible? For an acceptance sampling plan with c = 2,what would be the risk of this error?<div style=padding-top: 35px> If this lot were 20% defective,what type error would be possible?
For an acceptance sampling plan with c = 2,what would be the risk of this error?
Question
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   For an acceptance sampling plan with c = 2,what will be the average outgoing quality for lots with 5% defectives? 10%? 15%? 20%?<div style=padding-top: 35px> For an acceptance sampling plan with c = 2,what will be the average outgoing quality for lots with 5% defectives?
10%?
15%?
20%?
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Deck 10: B: Statistical Quality Control
1
Acceptance sampling plans must specify the lot size,the sample size,and the acceptance/rejection criteria.
True
2
The steeper an OC curve is,the less it tends to discriminate between good and bad lots.
False
3
The terms "consumer's risk" and "alpha risk" both refer to a Type I error.
False
4
Inspection both before and after production involves acceptance sampling procedures.
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5
In a double-sampling plan,a second sample is taken if the results of the first sample are inconclusive.
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6
The ability of an acceptance sampling plan to discriminate between good and bad quality lots is described by its operating characteristic curve.
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7
The purpose of acceptance sampling is to decide whether a batch of items satisfies predetermined standards.
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8
Acceptance sampling is a form of inspection applied to items that are part of an ongoing process.
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9
Acceptance sampling is most useful when the cost consequences of passing defectives are low.
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10
Acceptance sampling procedures can be applied to both attribute and variable inspection.
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11
If a lot,or batch,is "rejected" during acceptance sampling,the lot will usually be thrown away.
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12
Acceptance sampling is applied to batches of items during the production process.
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13
In a single-sampling plan,the entire lot,or batch of items,is accepted or rejected based upon only one specified sized sample.
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14
The AQL is associated with a producer's risk.
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15
The average outgoing quality (AOQ)assumes that lots contain some given proportion defective.
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16
In a double-sampling plan,a second sample may not be taken if the results of the first sample are conclusive.
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17
A double-sampling plan always requires a second sample.
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18
The LTPD is associated with a consumer's risk.
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19
Inspection that occurs during the production process is known as acceptance sampling.
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20
The cost and time required for inspection dictate the type of sampling plan used.
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21
A Type II (beta)error occurs when:

A) a bad lot is accepted.
B) a good lot is rejected.
C) a bad lot is rejected.
D) a good lot is accepted.
E) none of the choices.
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22
Sampling plans typically specify:

A) lot size.
B) sample size.
C) number of samples to be taken.
D) acceptance/rejection criteria.
E) sample size, number of samples to be taken, and acceptance/rejection criteria.
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23
In acceptance sampling,the level of inspection automatically adjusts to the quality of lots being inspected,assuming that:

A) a single-sampling plan is used.
B) double-sampling plans are used.
C) multiple-sampling plans are used.
D) "rejected" lots are subjected to 100 percent inspection.
E) none of the choices.
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24
"Average outgoing quality" will show the average quality level of inspected and uninspected lots for any given incoming proportion defective.
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25
A lot can be "accepted" or "rejected" in a multiple-sampling plan:
I)after one sample is checked multiple times.
II)after two samples are taken.
III)after one or more samples are taken.

A) I only
B) II only
C) III only
D) I or II
E) I or III
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26
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If the cost of replacing a defective Gizmo once it has been shipped is $2.00,while the cost of 100% inspection prior to shipment is $.40 each,at what point is he indifferent between 100% inspection or shipment without inspection?

A) 0% defectives
B) 2% defectives
C) 5% defectives
D) 20% defectives
E) 30% defectives
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27
Which one of the following would not be a reason for using acceptance sampling?

A) High cost of passing defectives
B) Large number of items
C) Destructive testing
D) Boredom and fatigue that would accompany complete inspection
E) All of the choices are reasons.
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28
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If he uses an acceptance sampling plan of n = 5 and c = 2,what will be the average outgoing quality (AOQ)for batches with 40% defectives?

A) 0.1270
B) 0.2730
C) 0.3174
D) 0.6826
E) 0.7270
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29
The AQL indicates:

A) acceptable quality level.
B) average quality level.
C) actual quality level.
D) aggregate quality level.
E) approximate quality level.
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30
Acceptance sampling plans might call for selection of:

A) a single sample.
B) two samples.
C) several samples.
D) all of the choices.
E) none of the choices.
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31
The AOQ shows:

A) the maximum quality.
B) how well a sampling plan can discriminate between good and bad lots.
C) the actual quality level.
D) "good" quality.
E) none of the choices.
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32
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If the cost of replacing a defective poster once it has been shipped is $10.00,while the cost of complete 100% inspection prior to shipment is $.50 per poster,at what point is she indifferent between complete inspection or shipment without inspection?

A) 5%
B) 10%
C) 12%
D) 20%
E) 25%
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33
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If,based on her acceptance sample,she decides to ship this lot without inspection,which type error would be possible?

A) Type I
B) Type II
C) Both Type I and Type II error
D) Neither Type I nor Type II error
E) Cannot be determined exactly
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34
A Type I (alpha)error occurs when:

A) a bad lot is accepted.
B) a good lot is rejected.
C) a bad lot is rejected.
D) a good lot is accepted.
E) none of the choices.
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35
The ability of a sampling plan to discriminate between lots of high quality and lots of low quality is described by:

A) a Gantt chart.
B) an operating characteristic curve.
C) an average outgoing quality curve.
D) a process control chart.
E) a range chart.
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36
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If he uses an acceptance sampling plan of n = 5 and c = 2,what is the probability that,if this batch is 40% defective,it will be rejected and receive 100% inspection prior to shipment?

A) 0.1270
B) 0.2730
C) 0.3174
D) 0.6826
E) 0.7270
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37
A Quality Inspector for Alpha-Beta Co.is concerned about the quality of the batch of several thousand Gizmos which his company produced this week and is preparing to ship.If,based on his acceptance sample,he decides to ship this batch without inspection,which type of error would be possible?

A) None would be possible
B) Producer's error
C) Type I error
D) Type II error
E) Both Type I and Type II error
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38
A lot can be "accepted" or "rejected" in a double-sampling plan:
I)after one sample is taken.
II)after two samples are taken.
III)after one sample is checked twice.

A) I only
B) II only
C) III only
D) I or II
E) I or III
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39
The purpose of acceptance sampling is to:

A) estimate process quality.
B) estimate lot quality.
C) detect and eliminate defectives.
D) decide if a lot meets predetermined standards.
E) accept samples of products.
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40
An OC curve shows:

A) average outgoing quality.
B) the average outgoing quality limit.
C) out of control criteria.
D) operating control.
E) probability of acceptance versus lot quality.
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41
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If the cost of replacing a defective IC once it has been shipped is $5.00,while the cost of complete (100%)inspection prior to shipment is $.20 each,at what point is he indifferent between complete inspection or shipment without inspection?

A) 0% defectives
B) 4% defectives
C) 5% defectives
D) 9% defectives
E) 22% defectives
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42
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If she uses an acceptance sampling plan of n = 10 and c = 2,what will be the average outgoing quality (AOQ)for lots with 20% defectives?

A) 0.13556
B) 0.20000
C) 0.23630
D) 0.58434
E) 0.32484
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43
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If c = 2,what is the probability that,if this lot were 5% defective,it would be rejected and completely inspected prior to shipment? 10% defective? 15%? 20%? If c = 2,what is the probability that,if this lot were 5% defective,it would be rejected and completely inspected prior to shipment?
10% defective?
15%?
20%?
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44
Shipments of bowling balls are sampled before delivery to a warehouse.Lots of 600 balls are checked,using 10 observations from each lot.Any lot with more than one defective is rejected.Calculate values for the operating characteristic curve for this sampling plan.
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45
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what will be the average outgoing quality (AOQ)for lots with 10% defectives?

A) .0813
B) .0962
C) .1869
D) .7318
E) .8131
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46
A firm that makes plastic wrapping material takes random samples of 50 items from each lot before it is sent to a customer.Lots contain 2,000 items each.Any lot with more than one defective is subjected to 100 percent inspection,and any defectives are replaced with good ones.
(i)Construct the OC curve for this plan.
(ii)Construct the AOQ curve for this plan.What is the approximate AOQ limit?
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47
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If he uses an acceptance sampling plan of n = 20 and c = 1,what is the probability that,if this batch is 15% defectives,it will be rejected and completely inspected prior to shipment?

A) 0.0263
B) 0.1237
C) 0.1756
D) 0.8244
E) 0.9737
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48
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what is the probability that,if this lot is 10% defective,it will be accepted for shipment without inspection?

A) .9619
B) .9428
C) .8131
D) .4305
E) .1869
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49
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If the indifference point between complete inspection or shipment without inspection is 12% defectives,and she decides to sample 15 posters (n = 15),what is the maximum number of sample defectives (c)for which this lot would be accepted for shipment without further inspection?

A) 0 defectives
B) 1 defective
C) 2 defectives
D) 3 defectives
E) 4 defectives
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50
The Quality Manager for Graphics,Inc.is concerned about the quality of the lot of several thousand posters which her company printed this week and is now preparing to ship.If she uses an acceptance sampling plan of n = 10 and c = 2,what is the probability that,if this lot is 10% defective,it will be accepted for shipment without inspection?

A) 0.9298
B) 0.0702
C) 0.8189
D) 0.2198
E) 0.5995
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51
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If c = 2,what is the probability that,if this lot were 5% defective,it would be accepted for shipment without inspection? 10% defective? 15%? 20%? If c = 2,what is the probability that,if this lot were 5% defective,it would be accepted for shipment without inspection?
10% defective?
15%?
20%?
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52
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If this lot were 5% defective,what type error would be possible? For an acceptance sampling plan with c = 2,what would be the risk of this error? If this lot were 5% defective,what type error would be possible?
For an acceptance sampling plan with c = 2,what would be the risk of this error?
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53
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If,based on his acceptance sample,he decides to ship this batch without inspection,which type error would be possible?

A) None would be possible
B) Producer's error
C) Type I error
D) Type II error
E) Both Type I and Type II error
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54
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If he uses an acceptance sampling plan of n = 8 and c = 1,what is the probability that,if this lot is 15% defective,it will be rejected and completely inspected prior to shipment?

A) .8948
B) .8131
C) .6572
D) .5033
E) .3428
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55
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If the indifference point between complete inspection and shipment without inspection is 9% defectives,and he decides to sample 40 IC's (n = 40),what is the maximum number of sample defectives (c)for which this batch would be accepted for shipment without inspection?

A) 0 defectives
B) 1 defective
C) 2 defectives
D) 3 defectives
E) 4 defectives
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56
The Quality Manager for Microelectronics,Inc.is concerned about the quality of the batch of several thousand IC's (integrated circuits)which his company is about to ship.If he uses an acceptance sampling plan of n = 20 and c = 1,what will be the average outgoing quality (AOQ)for batches with 15% defectives?

A) 0.0263
B) 0.1237
C) 0.1756
D) 0.8244
E) 0.9737
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57
The Quality Manager for Widgets,Inc.is concerned about the quality of the lot of several thousand widgets which his company produced this week and is now ready to ship.If the cost of replacing a defective widget once it has been shipped is $5.00,while the cost of complete (100%)inspection prior to shipment is 30 cents per widget,what is the point of indifference between complete inspection and shipment without inspection?

A) 1.67% defectives
B) 3% defectives
C) 5% defectives
D) 6% defectives
E) 16.7% defectives
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58
A manufacturer purchases large quantities of metal brackets from several suppliers.The brackets are shipped in lots of 8,000 each.Random samples of 40 brackets are taken from each lot,and the lot is rejected if any defectives are discovered.Rejected lots are subjected to 100 percent inspection,and any defectives are replaced with good brackets.Determine the average outgoing quality limit for this sampling plan.
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59
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   What is the point of indifference between 100 percent inspection or shipment without inspection? What is the point of indifference between 100 percent inspection or shipment without inspection?
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60
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   If this lot were 20% defective,what type error would be possible? For an acceptance sampling plan with c = 2,what would be the risk of this error? If this lot were 20% defective,what type error would be possible?
For an acceptance sampling plan with c = 2,what would be the risk of this error?
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61
Given the following acceptance sampling data for a lot of several thousand units of a finished good:
Given the following acceptance sampling data for a lot of several thousand units of a finished good:   For an acceptance sampling plan with c = 2,what will be the average outgoing quality for lots with 5% defectives? 10%? 15%? 20%? For an acceptance sampling plan with c = 2,what will be the average outgoing quality for lots with 5% defectives?
10%?
15%?
20%?
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Unlock Deck
Unlock for access to all 61 flashcards in this deck.