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If the decision of accepting or rejecting a lot is done based on the inspection of a sample drawn from the same lot on which the decision has to be made, then such an inspection is known as ________

If the decision of accepting or rejecting a lot is done based on the inspection of a sample drawn from the same lot on which the decision has to be made, then such an inspection is known as ________ Correct Answer Sampling inspection

When a batch of components is to be inspected (say 1000), then a sample (say 10) is drawn from that lot or batch. This sample is inspected for defects. The decision of acceptance or rejection made on this sample will be reflected for the entire lot.

Related Questions

In conducting an empirical study a researcher employs a non-parametric test for data analysis and finds that the ‘statistics’ arrived at is ‘significant’ at .05 level. What decisions will be warranted thereafter? (A) Rejecting the Null hypothesis (H0) (B) Accepting the Null hypothesis (H0) (C) Accepting the alternate hypothesis (H1) (D) Keeping the decision in abeyance (E) Rejecting the alternate hypothesis (H1) Choose the correct answer from the options given below :
S1: If you want to do well in your examinations you need to be able to think for yourself which means not just following the guide-books but write what you think yourself.
P: That will not help much.
Q: Few if any students do this.
R: By discussing things with other students, with your teachers, and with any intelligent people you meet you will find you can pick up a lot of new ideas but it is not good first accepting these ideas, swallowing them undigested and then repeating them in the examination.
S: At first you will find it difficult but if you go on trying you will find clear independent thought becomes easier.
S6: If however you turn these ideas over in our mind accepting those which you agree with and fitting them into your stock of knowledge and rejecting the others you may get somewhere.

The Proper sequence should be:
Which of the following statements are true with regards to the selection of a sample size? (i) The sample size (n) may be a fixed percentage of lot size (N). (ii) The sample size (n) may be kept constant irrespective of lot size (N). (iii) Sample size (n) can be selected at the personal whim of the inspector.
Which of the following are the drawbacks of acceptance sampling? (i) Acceptance sampling is less expensive. (ii) Acceptance sampling has the risk of accepting good lots and rejecting bad lots. (iii) Acceptance sampling requires planning and documentation of the acceptance-sampling procedure whereas 100% inspection does not. (iv) Acceptance sampling requires less manpower.
Which one of the following four addresses is NOT EXACTLY the same as the one given below? Samuel Chris Lot CN3, Tu Liem IZ, Minh Khai Ward, North Tu Liem District Hanoi, Vietnam (i) Samuel Chris Lot CN3, Tu Liem IZ, Minh Khai Ward, North Tu Liem District Hanoi, Vietnam (ii) Samuel Chris Lot CN3, Tu Liem IZ, Minh Khai Ward, North Tu Liem District Hanoi, Viatnam (iii) Samuel Chris Lot CN3, Tu Liem IZ, Minh Khai Ward, North Tu Liem District Hanoi, Vietnam (iv) Samuel Chris Lot CN3, Tu Liem IZ, Minh Khai Ward, North Tu Liem District Hanoi, Vietnam
Calculate AOQ for a lot of size 10000 from which a sample of size 100 is drawn for inspection using a single sampling plan with acceptance number, C = 2. Take 1% of lot as defectives and Pa = 0.92
Consider the below statements. (i) Inspection is the process of measuring the quality of a product or service in terms of established standards. (ii) Inspection is the art of comparing materials, products or performances with established standards. (iii) Inspection is the art of applying tests, preferably by the aid of measuring appliances to observe whether a given item of product is with n the specified limits of variability. (iv) Inspection is not a tool for controlling the quality of the product. Which of the above statements are correct?
A bag contains 10 marbles out of which 3 are red and the rest are blue. In how many ways can a random sample of 6 marbles be drawn from the bag so that at the most 2 red marbles are included in the sample and no sample has all the 6 marbles of the same colour?
A box contains 10 balls out of which 3 are red and rest are blue. In how many ways can a random sample of 6 balls be drawn from the bag so that at the most 2 red balls are included in the sample and no sample has all the 6 balls of the same colour?
A researcher conduct a hypothesis test and observes values from sample mean and sample standard deviation when n = 25, that do not lead to rejection of null hypothesis. He calculates the p value as 0.0667. What will happen to the p value if he observes the same sample mean and standard deviation for a sample > 25?