GAQM Certified Lean Six Sigma Green Belt (CLSSGB) - CLSSGB-001 Exam Practice Test

Process Capability is a function of which of these?

Correct Answer: B Vote an answer
According to the definition of Rolled Throughput Yield which of these items best describe the purpose of RTY?

Correct Answer: A Vote an answer
__________ Distributions occur when data comes from several sources that are supposed to be the same yet are not.

Correct Answer: A Vote an answer
The proper functioning of a Visual Factory is dependent upon which of these?

Correct Answer: D Vote an answer
After a Belt has put data through the smoothing process which chart would be used to look for trends in the data?

Correct Answer: D Vote an answer
Hypothesis Testing can save time and help avoid high costs of experimental efforts by using existing data.

Correct Answer: B Vote an answer
The use of station warning lights, tool boards and jidohka devices in the application of Lean accomplish which of these principles?

Correct Answer: B Vote an answer
A Lean Principle that addresses efficiency by the process worker is called ____________________?

Correct Answer: C Vote an answer
For the data shown here a Belt suspects the three grades are supplying the same results. Which statement(s) are true for proper Hypothesis Testing?

Correct Answer: B Vote an answer
As part of a Visual Factory plan Kanban cards are created and utilized to identify areas in need of cleaning and organization.

Correct Answer: A Vote an answer
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 Vote an answer
When a Belt is analyzing sample data she should keep in mind that 95% of Normally Distributed data is within +/- 2 Standard Deviations from the Mean.

Correct Answer: B Vote an answer
A 1-Sample t-test is used to compare an expected population Mean to a target.

Correct Answer: B Vote an answer
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 Vote an answer

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