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This section includes 10 Mcqs, each offering curated multiple-choice questions to sharpen your Statistical Quality Control knowledge and support exam preparation. Choose a topic below to get started.
1. |
A DR of value 5.89 indicates an adequate measurement system. |
A. | True |
B. | False |
Answer» B. False | |
2. |
If the value of product variance is increased with the variance of the total observed measurement kept constant, the value of the gauge capability ratio ρM increases. |
A. | True |
B. | False |
Answer» C. | |
3. |
If the variance of product variability is increased while keeping the total observed measurement variance constant, what will be effect on the gauge capability ratio ρP? |
A. | Increase |
B. | Decrease |
C. | No change |
D. | Can’t be predicted (no dependency over each other) |
Answer» B. Decrease | |
4. |
If the variance of the total observed measurement is constant and the gauge capability ratio ρ_M is increased, what will be change in the gauge measurement variance? |
A. | Increase |
B. | Decrease |
C. | No change |
D. | Can’t be predicted (no dependency over each other) |
Answer» B. Decrease | |
5. |
If the value of the variance of the product variability increases, what will be the effect on the variance of the gauge? |
A. | Increase |
B. | Decrease |
C. | No change |
D. | Can’t be predicted (no dependency over each other) |
Answer» E. | |
6. |
What is the other name of random effects model analysis of variance? |
A. | ANOVA |
B. | RENOVA |
C. | FNOVA |
D. | MENOVA |
Answer» B. RENOVA | |
7. |
Which of these is called an R & R study? |
A. | Experiment used to measure components of \(\sigma_{gauge}^2\) |
B. | Experiment used to measure components of \(\sigma_{Total}^2\) |
C. | Experiment used to measure components of \(\sigma_{P}^2\) |
D. | Experiment used to measure components of \(\sigma_{repeatability}^2\) |
Answer» B. Experiment used to measure components of \(\sigma_{Total}^2\) | |
8. |
What can we write the variance in measurement error or gauge in the terms of variance in repeatability, and variance of reproducibility? |
A. | \(\sigma_{gauge}^2=\sigma_{repeatability}^2-\sigma_{reproducibility}^2\) |
B. | \(\sigma_{gauge}^2=\sigma_{repeatability}^2+\sigma_{reproducibility}^2\) |
C. | \(\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2\) |
D. | \(\sigma_{gauge}^2=\sigma_{repeatability}-\sigma_{reproducibility}^2\) |
Answer» C. \(\sigma_{gauge}^2=\sigma_{repeatability}+\sigma_{reproducibility}^2\) | |
9. |
What is repeatability? |
A. | Variability due to different operators using the gauge or different time periods, or environments |
B. | Variability due to error in process |
C. | Variability reflecting the basic inherent precision of the gauge itself |
D. | Variability reflecting the basic inherent precision of the process |
Answer» D. Variability reflecting the basic inherent precision of the process | |
10. |
What is reproducibility? |
A. | Variability due to different operators using the gauge or different time periods, or environments |
B. | Variability due to error in process |
C. | Variability reflecting the basic inherent precision of the gauge itself |
D. | Variability reflecting the basic inherent precision of the process |
Answer» B. Variability due to error in process | |