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ASQ CRE Exam Syllabus Topics:
| Section | Objectives |
|---|---|
| Failure Analysis and Corrective Action | - Root cause analysis and corrective actions - Failure mode and effects analysis (FMEA) |
| Probability and Statistics | - Regression and data analysis methods - Probability distributions and statistical inference |
| Reliability Engineering Principles | - System reliability evaluation - Reliability modeling and prediction |
| Life Data Analysis and Testing | - Weibull analysis and life data modeling - Accelerated life testing |
| Reliability Management | - Risk management and decision analysis - Reliability program planning and management |
| Design and Development | - Tolerance analysis and robustness design - Design for reliability |
| Maintainability and Availability | - Availability modeling and analysis - Maintainability engineering concepts |
ASQ Certified Reliability Engineer (CRE) Sample Questions:
1. A certain light switch fails with a failure rate of 10 -4 . If the switch is used 20 times per week, what is the probability of the switch failing by the end of 3-year period?
Response:
A) 7.32 × 10 -1
B) 2.68 × 10 -1
C) 7.32 × 10 -5
D) 3.12 × 10 -1
2. In 4 flips of a coin the probability of two heads and two tails (in any order) is:
Response:
A) 7/16
B) 9/16
C) 1/2
D) 3/8
3. The optimum cost point for total life cycle costs occurs:
Response:
A) When reliability program expenditures are maximized.
B) When acquisition costs plus ongoing costs are minimized.
C) When operations and maintenance costs are minimized.
D) When manufacturing and development costs are minimized.
4. Which of the following can be used to determine the MTTR?
Response:
A) Mean time between failures.
B) Mean time between failures and potential availability.
C) Mean maintenance action time.
D) Mean time between maintenance actions.
5. For single-failure modes, the probability plotting methods used to derive time-to-failure distribution parameters are applicable only when the data are Response:
A) Gathered for repairable systems.
B) Independently and normally distributed.
C) Exponentially distributed.
D) Independently and identically distributed.
Solutions:
| Question # 1 Answer: B | Question # 2 Answer: D | Question # 3 Answer: B | Question # 4 Answer: B | Question # 5 Answer: D |




