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| Section | Objectives |
|---|
| Topic 1: Control Phase | - Monitoring and sustaining improvements - Control plans - Statistical process control (SPC)
|
| Topic 2: Six Sigma and Organizational Goals | - Organizational goals and Six Sigma projects - Lean principles and Six Sigma integration
|
| Topic 3: Analyze Phase | - Failure modes and effects analysis (FMEA) - Regression and correlation analysis - Hypothesis testing - Root cause analysis
|
| Topic 4: Define Phase | - Project charters and stakeholder analysis - Project identification and selection - Voice of the customer (VOC) and CTQ
|
| Topic 5: Improve Phase | - Design of experiments (DOE) - Lean tools and process optimization - Solution generation and selection
|
| Topic 6: Measure Phase | - Data collection and sampling methods - Process mapping and measurement systems - Process capability analysis - Measurement system analysis (MSA)
|
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ASQ Six Sigma Black Belt Certification - CSSBB Sample Questions (Q44-Q49):
NEW QUESTION # 44
The Japanese born function of a Kanban event utilizes a specific, step-by-step approach meant to bring about major changes to a process.
Answer: B
Explanation:
Explanation
NEW QUESTION # 45
The two types of data that are to be used in Statistical Analysis are Attribute and Variance.
Answer: B
NEW QUESTION # 46
The overall tolerance for three components in series in an electrical circuit Is+ 10 . Assuming normal, stable, capable processes produce the components, use stack tolerance techniques to find a set of tolerances for the three components.
- A. 8, 8 and 8respectively
- B. 3, 3 and 4respectively
- C. 10, 10 and 14respectively
- D. 7, 7 and 6respectively
Answer: C
NEW QUESTION # 47
If the value of the test statistic had been 0.185, what action should have been taken regarding the null hypothesis?
- A. all of the above
- B. accepted
- C. rejected
- D. none of the above
Answer: D
NEW QUESTION # 48
In a normal distribution, the sum of the deviations of data about the mean approaches
- A. the standard deviation
- B. the geometric mean
- C. zero
- D. the variance
Answer: C
Explanation:
In any data set measured around its arithmetic mean, the algebraic sum of the deviations from the mean equals zero. This is a foundational statistical property used throughout Six Sigma and is especially important in the Measure Phase, where descriptive statistics are used to summarize process performance. Each value above the mean contributes a positive deviation, while each value below the mean contributes a negative deviation.
Because the mean is the balancing point of the distribution, these signed deviations offset one another and sum to zero. This is true for a normal distribution and, more generally, for any data set when deviations are taken from the arithmetic mean. The importance of this property is that it explains why variation cannot be measured by simply summing deviations; instead, Black Belts use squared deviations, absolute deviations, variance, or standard deviation to quantify spread. That is why variance and standard deviation are measures of dispersion, while the direct sum of deviations is zero. Therefore, the correct answer is zero, which reflects the balancing property of the mean in statistical measurement and process-data analysis.
NEW QUESTION # 49
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