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Total Quality Management Practice Test: Reliability
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Reliability is the likelihood that a product or system will perform satisfactorily for a given period of time.  Here are some steps to ensure data accuracy and reliability in TQM: Define data requirements Collect data systematically Validate and verify data Analyze data effectively Improve data continuously Review data periodically  Reliability can be achieved by overdesign. For example, using large factors of safety can increase the reliability of a product.  The formula for calculating the overall reliability of a system is R = (1-F1) * (1-F2) * (1-F3) * (1-F4). R refers to the... Show more
Total Quality Management Practice Test: Reliability
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19 Questions

1. If the system reliability of five robots in a production line is 0.95, what is the individual reliability?
2. If the failure rate is 6.67 x 10-6 failures/hr, calculate reliability for a period of 1000 hours.
3. What does the graph of ‘bathtub curve’ represent?
4. The life-test sample plans that are terminated when a pre-assigned number of failures occur in the sample is _____
5. The reliability of the entire system is called ______
6. System reliability for components kept in parallel ______ as the number of components increases.
7. A system consists of four components in parallel with two components having reliability of 0.9 and two others having reliability of 0.8 at the end of one year. What is the system reliability at the end of one year?
8. For a 2-out-of-3 system, each component has reliability of 0.9. What is the reliability of the system?
9. If the failure rate of the system is 0.000128 units, what is the mean time to fail?
10. Reliability is a measure of how quality changes over time.
11. In series configuration of five components, the entire system will fail if ______
12. A system consists of four components in series with two components having reliability of 0.9 and two others having reliability of 0.8 at the end of one year. What is the system reliability at the end of one year?
13. A production line is using five robots for its daily operations. If each robot has a reliability of 0.95, what is the total system reliability?
14. In parallel configuration of five components, the entire system will fail if _____
15. If the time to fail for 3 components are 807, 820, and 810, calculate mean time to failure.
16. Reliability is the probability of a system or service to perform its intended function satisfactorily over a specific period of time under specific conditions.
17. System reliability for components kept in series _______ as the number of components increases.
18. For a 3-out-of-4 system, each component has reliability of 0.97. What is the reliability of the system?
19. If the reliability is 0.3012 and the period of 1000 hours, calculate failure rate per hour.