Question 1

A major distributor buys shoes from a supplier. The distributor randomly samples the shoes to inspect for quality. The distributor's specifications state that a delivery of 100 pairs of shoes will be accepted only if the number of defective pairs of shoes in a sample of 10 pairs is two or less. Based on the sampling plan, what is the probability of accepting the delivery of 100 pairs of shoes if the actual percent defective is 0.80?

Accepted Answer

The answer of A major distributor buys shoes from a...

Question 2

A major distributor buys shoes from a supplier. The distributor randomly samples the shoes to inspect for quality. The distributor's specifications state that a delivery of 50 pairs of shoes will be accepted only if the number of defective pairs of shoes in a sample of 5 pairs is two or less. Based on the sampling plan, what is the probability of accepting the delivery of 50 pairs of shoes if the actual percent defective is 0.40?

Accepted Answer

The answer of A major distributor buys shoes from a...

Question 3

The manager of a restaurant inspects a delivery of steaks based on the expectation that each steak weighs eight ounces. Is this an example of acceptance sampling or statistical process control? Explain why.

Accepted Answer

The answer of The manager of a restaurant inspects a...

Question 4

The manager of a restaurant measures several variables important to quality. These include: food temperature, time to complete an order, and number of times a server visits a table. These variables are graphed over time. Is this an example of acceptance sampling or statistical process control?

Accepted Answer

The answer of The manager of a restaurant measures several...

Question 5

Explain the risks of acceptance sampling.

Accepted Answer

The answer of Explain the risks of acceptance sampling....

Question 6

A major distributor buys shoes from a supplier. The distributor randomly samples the shoes to inspect for quality. The distributor's specifications state that a delivery of 100 pairs of shoes will be accepted only if the number of defective pairs of shoes in a sample of 10 pairs is two or less. Based on the sampling plan, what is the probability of accepting the delivery of 100 pairs of shoes if the actual percent defective is 0.05?

Accepted Answer

The answer of A major distributor buys shoes from a...

Question 7

A major distributor buys shoes from a supplier. The distributor randomly samples the shoes to inspect for quality. The distributor's specifications state that a delivery of 100 pairs of shoes will be accepted only if the number of defective pairs of shoes in a sample of 10 pairs is two or less. Based on the sampling plan, what is the probability of accepting the delivery of 100 pairs of shoes if the actual percent defective is 0.10?

Accepted Answer

The answer of A major distributor buys shoes from a...

Question 8

A major distributor buys shoes from a supplier. The distributor randomly samples the shoes to inspect for quality. The distributor's specifications state that a delivery of 100 pairs of shoes will be accepted only if the number of defective pairs of shoes in a sample of 10 pairs is two or less. Based on the sampling plan, what is the probability of accepting the delivery of 100 pairs of shoes if the actual percent defective is 0.50?

Accepted Answer

The answer of A major distributor buys shoes from a...

Question 9

What is the purpose of quality control in production and service operations?

Accepted Answer

The answer of What is the purpose of quality control...

Quiz 19: Statistical Process Control and Quality Management

The manager of a restaurant inspects a delivery of steaks based on the expectation that each steak weighs eight ounces. Is this an example of acceptance sampling or statistical process control? Explain why.

The manager of a restaurant measures several variables important to quality. These include: food temperature, time to complete an order, and number of times a server visits a table. These variables are graphed over time. Is this an example of acceptance sampling or statistical process control?

Explain the risks of acceptance sampling.

What is the purpose of quality control in production and service operations?