Bissoy.com
Doctors Medicines MCQs Q&A

The center line of control chart of fraction nonconforming represents the value equal to ____________

The center line of control chart of fraction nonconforming represents the value equal to ____________ Correct Answer Fraction nonconforming

The center line of the control chart of fraction nonconforming represents the value equal to the fraction nonconforming, i.e. the ratio between the number of nonconforming units to the total sample size.

Related Questions

Which of the following is/are the advantages of using a control chart for inspection? (i) A control chart indicates whether the process is in control or out of control. (ii) A control chart determines process variability. (iii) A control chart ensures product quality. (iv) Scrap or percentage reduction can be reduced by taking the necessary actions in time against the warnings indicated by control charts. (v) Control charts build up the reputation of the organization through customer’s satisfaction. (vi) The control chart can detect the unusual variations taking place in a process.
If the probability of a unit being conforming or nonconforming, depends on the previous unit being conforming or nonconforming, can p-chart be applied on the process?
The p-chart is the only chart to monitor the fraction of nonconforming units.
The approach of using a x chart to monitor the fraction of nonconforming units or the fraction of the units exceeding the specifications, is called the ___________
Which of these is correct target value for standardized control chart for fraction nonconforming for shorter production runs?
The center line of the np-control chart represents the value equal to ____________
The control chart for fraction nonconforming is also called __________
Even if the process is in control according to p-chart and the fraction nonconforming is too high, it states that _________
If the process is in control, the ARL for the fraction nonconforming chart, is calculated by __________
If the for a fraction nonconforming chart, the probability of a sample point plotting out of control is 0.0531, what will be the ARL for this?