ASQ CSSGB (Six Sigma Green Belt) (CSSGB) Free Practice Test
Question 1
The Central Limit Theorem helps us understand the ___________ we are taking and is the basis for using sampling to estimate population parameters.
Correct Answer: C
Question 2
Lean Enterprise is based on the premise that anywhere work is being done which of these is also occurring?
Correct Answer: D
Question 3
Measurement error is defined as the effect of all sources of measurement variability that caused an observed or measured value to deviate from the __________.
Correct Answer: A
Question 4
Inferential Statistics is largely about Significance. There are both Practical and _______________ Significance to consider during an analysis of data in a Lean Six Sigma project.
Correct Answer: D
Question 5
The X-Y Diagram is a tool used to identify/collate potential X's and assess their relative impact on multiple Y's.
Correct Answer: B
Question 6
__________ Distributions occur when data comes from several sources that are supposed to be the same yet are not.
Correct Answer: B
Question 7
The data on SPC charts are typically constructed such that they have the most recent data point on the right hand side.
Correct Answer: B
Question 8
When looking at a distribution graph, the Mean is defined as the __________.
Correct Answer: C
Question 9
If a process has Outliers which pair of charts is most preferable if subgroups will exist for the Continuous Data?
Correct Answer: A
Question 10
The ability to repeat the same measurement obtained with one measurement instrument used several times by one appraiser while measuring the identical characteristic on the same part is known as ____________.
Correct Answer: C
Question 11
The difference between the largest observation and the smallest observation in the data set is known as the _______________.
Correct Answer: A
Question 12
When looking at a distribution graph, the Mean is defined as the __________.
Correct Answer: C
Question 13
Six Sigma refers to a process whose output has at least 80% of its data points within +/- 6 Standard Deviations from the Mean.
Correct Answer: A