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ASQ Certified Reliability Engineer (CRE) Sample Questions:

1. In an analysis of variance, which of the following distributions is the basis for determining whether the variance estimates are all from the same population?
Response:

A) Normal
B) F
C) Chi square.
D) Student's t

2. Which one of the following quantitative methods does NOT apply to the assessment of actual system/component reliability?
Response:

A) Analysis of result for reliability demonstration test.
B) Statistical allocation of reliability goals.
C) Evaluation of laboratory and acceptance test data.
D) Statistical analysis of field test data.

3. A QFD team's primary goal should be to
Response:

A) Develop a matrix of the environmental test levels for reliability.
B) Identify factors that influence customer satisfaction.
C) Develop a matrix of critical component reliability tradeoffs.
D) Document the quality frequency and defects field testing program.

4. A device has a MTBF of 400 hours. Assuming an exponential distribution of time to failure, what is the maximum time of allowable operation if a reliability of .995 is required?
Response:

A) 2 hours
B) 20 hours
C) 0.2 hours
D) 0.02 hours

5. Six independent samples are taken of smokestack gas. The mean value of a critical pollutant was 30.2 ppm for the six samples, with a standard deviation s = 5 ppm.
Assuming that the samples were taken at random times, what is the 90% confidence interval for the proportion of the critical pollutant in the smokestack gas?
Response:

A) 30.2 ± 3.96 ppm
B) 30.2 ± 4.00 ppm
C) 30.2 ± 4.11ppm
D) 30.2 ± 3.36 ppm

Solutions: