Question

You have a sampling plan of n = 75, c = 3 What level of incoming Quality will still be accepted one third of the time? Question

4 options:

6.00%

6.75%

6.20%

7.25%

Answer #1

You have a sampling plan of n = 75, c = 3 What level of incoming
Quality will still be accepted one third of the time?

you have a sampling plan of n = 135, c = 4. An incoming lot of
electronics has a Quality level of 6.75%. What is the probability
that you will reject this lot?
Question 1 options: 0.9136
0.9297
0.9431
0.9542

You have a sampling plan of n = 125, c = 6. The next incoming
lot has a Quality level of 4.25% What is the probability of
accepting this lot?
Question 5 options:
0.9590
0.8364
0.7176
0.9141

***Please use Excel***
Suppose that a single-sampling plan with n = 170 and c = 3 is
being used for receiving inspection where the supplier ships the
product in lots of size N = 4,000
(a) Draw the OC curve for this plan.
(b) Draw the AOQ curve and find the AOQL.
(c) Draw the ATI curve for this plan.
(d) Find the level of lot quality that will be rejected 90% of
the time.
(e) Suppose that incoming lots...

You have a sampling plan of n = 55, c = 5. What is the worst
defect rate that your sampling plan will accept 1/3rd of the
time?

For a double-sampling plan with n1= 75 c1= 2 n2= 110 c2= 6 a.
Draw the OC curves (Probability of acceptance on first sample,
Probability of acceptance on combined samples, Probability of
rejection on first sample) (You must use a scatter plot)
b. If the incoming lots have fraction nonconforming p= 0,07
"
b.1. What is the probability of acceptance on the first sample?
"
b.2. What is the probability of final acceptance?
b.3. Calculate the probability of rejection on...

For an acceptance sampling plan with n = 35
and c = 0, find the probability of accepting a
lot that has a defect rate of 4%. (Round your answer to four
decimal places.)
What is the probability of accepting the lot if the defect rate
is 6%? (Round your answer to four decimal places.)

For an acceptance sampling plan with
n = 27 and c = 0,
find the probability of accepting a lot that has a defect rate
of 4%. (Round your answer to four decimal places.) ______
What is the probability of accepting the lot if the defect rate
is 6%? (Round your answer to four decimal places.) ______

In quality control technique, acceptance sampling is used to
monitor incoming shipment of parts, raw materials, and so on. In
the electronic industry, components parts are commonly shipped from
suppliers in large lots. Reynolds Electronics accepts a lot from a
particular supplier if the defective components in the lot do not
exceed 2%. Suppose a random of 5 items from a recent shipment is
tested.
1. What is the appropriate distribution that can be used here?
Explain why.
2. What...

In quality control technique, acceptance sampling is used to
monitor incoming shipment of parts,
raw materials, and so on. In the electronic industry, components
parts are commonly shipped from
suppliers in large lots. Reynolds Electronics accepts a lot from a
particular supplier if the defective
components in the lot do not exceed 2%. Suppose a random of 5 items
from a recent shipment is
tested.
1. What is the appropriate distribution that can be used here?
Explain why.
2. What...

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