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The ASQ CRE exam covers a wide range of topics, including reliability management, reliability in design, reliability testing and analysis, and reliability in manufacturing and service. The exam is divided into two parts, each consisting of 150 multiple-choice questions. To pass the ASQ CRE exam, candidates must obtain a minimum passing score of 550 points out of a possible 750. The exam is offered twice a year, in June and December, and is administered in a computer-based format.

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ASQ Certified Reliability Engineer (CRE) Sample Questions (Q158-Q163):

NEW QUESTION # 158
What is the MOST vital information to know about a system in order to perform a hardware FMECA?
Response:

A. The details of the system.B. The details of the system. C. Full process information.D. The details of the subsystems.

Answer: A


NEW QUESTION # 159
One method of evaluating the design reliability is to analyze the design assuming the worst case. Which of the following techniques is NOT applicable for worst case analysis?
Response:

A. Root-sum squared.B. Extreme valueC. Monte CarloD. Eyring model

Answer: D


NEW QUESTION # 160
Customer feedback and data have been gathered on several new unknown failure modes, what would be an appropriate analysis tool to use on the data?
Response:

A. Conduct a FMECA.B. Use a pareto chart for failures.C. Perform a risk assessment.D. Use a FTA.

Answer: C


NEW QUESTION # 161
Reliability Growth is:
I. Often mathematically modeled with the Duane or AMSSA approaches.
II. The existence of more than one means for accomplishing a given functions.
III. Improvement of a reliability parameter by correcting deficiencies in the design.
Response:

A. III onlyB. II onlyC. I and III onlyD. I and II only

Answer: C


NEW QUESTION # 162
Consider the four normal stress and strength distributions described below. Which component would have the highest reliability?
Response:

A. Both distributions have the same standard deviation but the strength average is higher than the stress average.B. Both distributions have the same variance but the stress average is slightly higher than the strength average.C. The average and standard deviation of the stress distribution are both higher than for the strength curve.D. The average and standard deviation of the stress and strength distributions are the same.

Answer: A


NEW QUESTION # 163
......

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