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ASQ CRE Exam Syllabus Topics:
| Section | Objectives |
|---|---|
| Probability & Statistics for Reliability | - Sampling plans and statistical analysis - Confidence intervals & regression - Probability distributions and functions - Basic probability concepts |
| Reliability Management & Fundamentals | - Ethics and performance monitoring - Role and responsibilities in product lifecycle - Interrelationship of safety, quality and reliability - Reliability principles and leadership foundations |
| Maintainability & Availability | - Maintainability concepts and metrics - Preventive & corrective maintenance analysis |
| Reliability in Design & Development | - Human factors in reliability - Design for reliability - Fault Tree Analysis (FTA) & FMEA |
| Reliability Information Systems | - Reporting and data quality - Data management and reliability databases |
| Field Failure Analysis | - Corrective actions and FRACAS - Failure investigation and root cause analysis |
| Reliability Testing & Modeling | - Test planning and accelerated life testing - Reliability prediction and modeling - Stress screening & qualification testing |
ASQ Certified Reliability Engineer (CRE) Sample Questions:
To which of the following types of systems is the concept mean-time-between-failures LEAST applicable?
Response:
- A. Radar set.
- B. Automobile.
- C. Rocket motor.
- D. Power generator.
Correct Answer: C 🗳️
The prediction technique has obviously not always been effective quantitatively. There is often a wide difference between actual reliability and predicted reliability. Nevertheless, the reliability prediction technique permits:
Response:
- A. Indicating which department is to blame.
- B. Separating out "the vital few" from the "trivial many".
- C. Estimating how good the product really is.
- D. Spotlighting what has gone wrong with the program.
Correct Answer: B 🗳️
The distribution used to describe the time between failures which occur independently and at a constant rate, is the:
Response:
- A. Log normal.
- B. Weibull.
- C. Gamma.
- D. Exponential.
Correct Answer: D 🗳️
A system is made up to several identical parts of varying age. The reliability of each of these parts is given by R( t) = e - λt where λ is the failure rate in failures per hour and t is the operating time in hours.
Which of the following is TRUE about the reliability of these parts?
Response:
- A. The failure rate of the system is given by the product of the individual part failure rates.
- B. Each of the parts has the same probability of failing during a given period of time.
- C. The oldest part is expected to fail first.
- D. The failure rate of the system is given by the product of the individual part reliabilities.
Correct Answer: B 🗳️
The reliability manager or engineer attend and participate in :
Response:
- A. The initial design review meetings.
- B. The later design review meetings that discuss production issues.
- C. Design review meetings where life-cycle-costs are discussed.
- D. All of the design review meetings.
Correct Answer: D 🗳️
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