ASQ Certified Reliability Engineer (CRE) - CRE

ASQ CRE Actual PDF
  • Exam Code: CRE
  • Exam Name: Certified Reliability Engineer (CRE)
  • Updated: Aug 23, 2026
  • Q & A: 456 Questions and Answers
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ASQ CRE Exam Syllabus Topics:
SectionObjectives
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:

1. 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.


2. 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.


3. 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.


4. 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.


5. 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.


Solutions:

Question # 1
Answer: C
Question # 2
Answer: B
Question # 3
Answer: D
Question # 4
Answer: B
Question # 5
Answer: D

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