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ASQ CSSBB Exam Overview:

Certification Vendor:ASQ
Exam Name:Certified Six Sigma Black Belt
Exam Number:CSSBB
Real Exam Qty:150 questions
Available Languages:English
Exam Format:Multiple-choice
Certificate Validity Period:3 years (recertification required)
Related Certifications:ASQ CMQ/OE (Certified Manager of Quality/Organizational Excellence)
ASQ CQE (Certified Quality Engineer)
ASQ CSSGB (Six Sigma Green Belt)
Exam Price:$599 USD (ASQ member: $449 USD)
Passing Score:550 out of 800 points (68.75%)
Exam Duration:4.5 hours (270 minutes)
Sample Questions:ASQ CSSBB Sample Questions
Exam Way:Computer-based testing (CBT) at Pearson VUE testing centers worldwide
Pre Condition:No formal prerequisite required, but ASQ recommends: 3 years of work experience in one or more of the Six Sigma Black Belt Body of Knowledge, with at least one project completed in each phase of DMAIC or DFSS. Two years of education may substitute for one year of experience.
Official Syllabus URL:https://asq.org/cert/six-sigma-black-belt

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Who should take the CSSBB exam

The ASQ Certified Six Sigma Black Belt CSSBB Exam certification is an internationally-recognized validation that identifies persons who earn it as possessing skilled as Certified Six Sigma Black Belt. If a candidate wants significant improvement in career growth needs enhanced knowledge, skills, and talents. The ASQ Certified Six Sigma Black Belt CSSBB Exam Certification provides proof of this advanced knowledge and skill. If a candidate has knowledge of associated technologies and skills that are required to pass ASQ Certified Six Sigma Black Belt CSSBB Exam then he should take this exam.

ASQ Six Sigma Black Belt Certification - CSSBB Sample Questions (Q55-Q60):

NEW QUESTION # 55
This QFD matrix was used in the design process for a ball point pen. What symbol is appropriate for the square labeled 15?

Answer: B


NEW QUESTION # 56
Using this partial Z Table, how many units from a month's production run are expected to not satisfy customer requirements for the following process?
Upper specification limit: 7.2 Lower specification limit: 4.3 Mean of the process: 5.9 Standard Deviation:
0.65 Monthly production: 450 units

Answer: A


NEW QUESTION # 57
Two catalysts are being analyzed to compare their effect on the yield of a chemical process. Catalyst 1 is currently being used, and catalyst 2 is being considered as it is a less expensive alternative, provided the yield is the same. An experiment is run with 10 observations for each catalyst and t = -1.06. Assuming equal variances and # = 0.05, which of the following conclusions can be made?

Answer: A

Explanation:
This is a two-sample t-test situation comparing the mean yields of two catalysts, with 10 observations in each sample and equal variances assumed. The degrees of freedom are n1 + n2 - 2 = 18. Because the question asks whether the yields are the same and uses # = 0.05, the appropriate test is a two-tailed t-test with critical values at ±t0.025,18, which is approximately ±2.101. The observed test statistic is t = -1.06. Since -1.06 lies between
-2.101 and +2.101, the result falls inside the nonrejection region. Therefore, the null hypothesis of equal means is not rejected. In Six Sigma Analyze Phase work, this means the available data do not provide sufficient evidence that the two catalyst yields are different. That does not prove the yields are exactly identical in a practical sense, but it does mean there is no statistically significant difference detected at the
0.05 level. Since catalyst 2 is less expensive and yield appears statistically equivalent based on this test, it may be considered a viable alternative pending any additional operational considerations. Therefore, the correct answer is B.


NEW QUESTION # 58
As a means of measuring the effects on other areas of a process as a result of changes in the primary metric we also define and track ________________.

Answer: B


NEW QUESTION # 59
Fractional Factorial Designs are used to analyze factors to model the output as a function of inputs
if Hypothesis Testing in the Analyze Phase was inadequate to sufficiently narrow the factors that significantly impact the output(s).

Answer: A


NEW QUESTION # 60
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