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ASQ Certified Reliability Engineer (CRE) Sample Questions:
1. A component fails on the average of once every 4 years with 75% of the failures observed to occur during stormy weather.
If there are 12 hours of stormy whether to every 240 hours of good weather, what are the failure rates for stormy and good weather respectively?
Response:
A) λ (stormy) = 3.938, λ (good) = 0.0656 failures/yr
B) λ (stormy) = 4.000, λ (good) = 0.0655 failures/yr
C) λ (stormy) = 4.202, λ (good) = 0.0525 failures/yr
D) λ (stormy) = 6.594, λ (good) = 0.0458 failures/yr
2. If the mean time between failure has been determined to be a constant 13 hours for an experimental radar system, what is its reliability at t = 13.2 hours?
Response:
A) 0.206
B) 0.920
C) 0.985
D) 0.362
3. The department having the authority to sign all deviations pertaining to the design of the product is normally:
Response:
A) Inspection
B) Contractual
C) Design engineering.
D) Manufacturing engineering.
4. In the classification of defectives, such as DOD-STD-2101, if an item will produce a significant degradation in performance, the classification would be:
Response:
A) Critical
B) Minor
C) Incidental
D) Major
5. 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 failure rate of the system is given by the product of the individual part reliabilities.
D) The oldest part is expected to fail first.
Solutions:
| Question # 1 Answer: A | Question # 2 Answer: D | Question # 3 Answer: C | Question # 4 Answer: D | Question # 5 Answer: B |





