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ASQ CRE Exam Syllabus Topics:

ASQ Certified Reliability Engineer (CRE) Sample Questions:

Question 1

A system has components connected in active parallel. At least n - 1 of the components must operate for the system to function properly. Suppose the time to failure of each component has an exponential distribution with the same failure rate λ. The mean time to failure of this system is:
Response:

A. 1/(n - 1) λ
B. 2/(n - 1) λ
C. (n - 1)/n 2 λ
D. (2n - 1)/n(n - 1) λ.

Question 2

A redundant system has 5 standby parallel components, with perfect switching. If each of the components have a reliability of 0.03 failures/hour, what is the system's reliability at 20 hours?
Response:

A. 0.9999
B. 0.9232
C. 0.9997
D. 0.9432

Question 3

The ASQ code of ethics require all of the following of its member EXCEPT Response:

A. Aiding other members by disclosing technical processes to solve complex problems.
B. Promoting the reliability and safety of products within their jurisdiction
C. Aiding in the professional development and advancement of subordinates
D. Being honest and impartial in relationships with employers, clients, and the public.

Question 4

According to the Arrhenius Model, the expected life of an electronic component should:
Response:

A. Increase linearly with an increase in temperature.
B. Increase exponentially with an increase in temperature.
C. Decrease exponentially with an increase in temperature.
D. Decrease linearly with an increase in temperature.

Question 5

Which of the following graphs represents a product that is a good candidate for an accelerated degradation test involving overstress testing?

Response:

A. Option A
B. Option D
C. Option C
D. Option B

Solutions: