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GAQM CLSSGB-001 Exam - Topic 2 Question 34 Discussion

Actual exam question for GAQM's CLSSGB-001 exam
Question #: 34
Topic #: 2
[All CLSSGB-001 Questions]

Six Sigma refers to a process whose output has at least 80% of its data points within +/- 6 Standard Deviations from the Mean.

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Suggested Answer: C

by Nobuko at Jul 26, 2023, 02:15 AM

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Mary
3 months ago
Sounds right, but I feel like there’s more to it.
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Aleshia
3 months ago
Yup, 6 standard deviations is the goal.
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Emily
4 months ago
Wait, is it really 80%? I thought it was higher!
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Edna
4 months ago
I disagree, it’s more complex than just that.
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Anika
4 months ago
That's actually true! Six Sigma is all about reducing variation.
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Wayne
4 months ago
I definitely studied that Six Sigma is about reducing variation, but the 80% part is confusing. I might lean towards False on this one.
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Brock
4 months ago
I feel like the 80% might be a bit off. I thought it was more about having a very small defect rate rather than a specific percentage of data points.
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Dorsey
5 months ago
I remember practicing a question about Six Sigma, and I thought it was about having most data points within 6 standard deviations, but I can't recall the percentage.
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Belen
5 months ago
I think Six Sigma means that the process is really tight, but I'm not sure if it's exactly 80% or something else.
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Leatha
5 months ago
I'm feeling pretty confident about this one. The question is asking about the PRIMARY purpose, and that would be to assess improvement opportunities. Even though IT governance is satisfactory, there's always room for improvement, so that's likely the main reason they would reexamine the strategic plan.
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Rashad
5 months ago
Okay, let me break this down. The customer can't decrypt specific types of traffic, so they need a license that will allow them to do that decryption. Based on the options, B seems like the best choice.
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Alona
5 months ago
I'm pretty confident about the differences between JSP and servlets, so I think I can tackle this question effectively.
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Louvenia
9 months ago
Wait, 6 standard deviations? That's practically perfect! I bet the people who wrote this question are perfectionists. 'Close enough' is never good enough for them.
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Xuan
9 months ago
Yeah, I agree. They probably want to make sure everything is as close to perfect as possible.
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France
9 months ago
I think it's true, they definitely seem like perfectionists.
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Theron
9 months ago
B) False
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Omer
9 months ago
A) True
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Mariann
10 months ago
False. I remember learning that Six Sigma aims for 3.4 defects per million opportunities, not 6 standard deviations. This question is trying to trick us!
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Felix
8 months ago
B) False
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Kassandra
9 months ago
You're right! Six Sigma actually aims for 3.4 defects per million opportunities, not 6 standard deviations.
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Holley
9 months ago
False. I remember learning that Six Sigma aims for 3.4 defects per million opportunities, not 6 standard deviations. This question is trying to trick us!
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Melissa
9 months ago
B) False
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Brunilda
9 months ago
B) False
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Delpha
9 months ago
A) True
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Hildred
9 months ago
A) True
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Lynna
10 months ago
Hmm, I'm not so sure about that. Isn't Six Sigma more about improving processes and reducing defects? I'll have to double-check the definition.
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Salome
8 months ago
Yes, that's correct. Six Sigma aims to minimize variability and improve quality.
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Rosann
8 months ago
I think it's true, Six Sigma does focus on improving processes and reducing defects.
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Ciara
9 months ago
A) True
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Edna
9 months ago
B) False
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Margret
9 months ago
I think it's true, Six Sigma does focus on improving processes and reducing defects.
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Isadora
9 months ago
B) False
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Latosha
9 months ago
That's correct. Six Sigma is indeed focused on improving processes and reducing defects.
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Shenika
9 months ago
B) False
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Frederic
9 months ago
A) True
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Malika
10 months ago
A) True
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Nickolas
10 months ago
A) True
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Marge
10 months ago
I'm pretty sure it's True. Six Sigma is all about reducing variation, and 6 standard deviations is a really high standard!
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Sharen
11 months ago
But think about it, Six Sigma aims for high quality by reducing variation, so it makes sense for most data points to be within 6 standard deviations.
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Trinidad
11 months ago
I disagree, I believe it's false.
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Sharen
11 months ago
I think the statement is true.
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