ASQ Certified Reliability Engineer (CRE) : CRE

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ASQ CRE Exam Syllabus Topics:

ASQ Certified Reliability Engineer (CRE) Sample Questions:

1. Pascal's triangle presents a simple means of determining which of the various terms of the binomial expansion?
Response:

A) Exponents
B) Coefficients
C) Combinations
D) Permutations

2. An exclusive "or" gate produces an output only if:
Response:

A) One, but not both input events occur.
B) Any one of the input events occur
C) All of the input events occur simultaneously
D) All of the input events occur in the correct order.

3. Design plans are BEST developed for product reliability with significant input from which of the following?
Response:

A) General management.
B) Reliability management.
C) The project team.
D) Quality management.

4. Using complete field-based data, a reliability engineer has analyzed the reliability growth of a repairable system over the last 24 months. The analysis suggests a "no growth" condition, and that finding is reported to management.
Due to a pending multimillion dollar order, management requests that a line be drawn to show growth where none actually exists. The engineer's department manager directs the engineer to comply with management request.
The system is released without improvements and the company receives the multimillion dollar order from an external customer. The customer then requests evidence of the reliability growth. Which of the following actions by the engineer would be MOST appropriat?
Response:

A) Arrange a meeting with the department manager and upper management to discuss the reliability report.
B) Revisit the original data and project artificial reliability growth to satisfy the customer's request.
C) Arrange a meeting with the customer and discuss all past occurrences
D) Ask the department manager to respond to the customer's request.

5. 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) = 4.202, λ (good) = 0.0525 failures/yr
B) λ (stormy) = 4.000, λ (good) = 0.0655 failures/yr
C) λ (stormy) = 3.938, λ (good) = 0.0656 failures/yr
D) λ (stormy) = 6.594, λ (good) = 0.0458 failures/yr

Solutions: