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ASQ CSSBB Exam - Topic 5 Question 71 Discussion

Actual exam question for ASQ's CSSBB exam
Question #: 71
Topic #: 5
[All CSSBB Questions]

At a particular time, three components are in series and each has a reliability of 0.98. What is the reliability of the system?

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Suggested Answer: A

by Arminda at Jul 03, 2023, 08:01 PM

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Aja
6 months ago
I thought it would be higher than that.
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Vonda
6 months ago
Yep, 0.98 for each, but in series, it drops!
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Sueann
7 months ago
Wait, how does that even work? Sounds off.
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Eve
7 months ago
Totally agree, it's 0.94!
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Shanda
7 months ago
The reliability is actually 0.94 for three components in series.
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An
7 months ago
I think I saw a similar question where the reliability dropped significantly with more components. Maybe it's closer to 0.94?
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Deandrea
7 months ago
I feel like the answer might be lower than 0.98 since they are in series, but I’m confused about the actual calculation.
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Darrel
8 months ago
I remember a practice question where we had to multiply the reliabilities, but I can't recall the exact numbers.
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Clare
8 months ago
I think the reliability of components in series is multiplied together, but I'm not entirely sure how to calculate that.
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Reiko
8 months ago
Hmm, I'm a bit unsure about this one. I'll need to carefully read through the details and think through the possible causes step-by-step. Compression can be tricky, so I'll need to make sure I understand the full context before selecting an answer.
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Millie
8 months ago
Okay, I think I see what's going on here. Let me re-read the requirements and then take a closer look at the diagram.
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Clorinda
8 months ago
I'm pretty sure the answer is B. The alt attribute is required for accessibility and to validate the HTML5 page.
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Kathrine
8 months ago
I remember we discussed OOAD being closely related to service-orientation; it feels like a possible influence.
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Oretha
1 year ago
I wonder if the exam question has a reliability of 0.98 as well. Gotta watch out for those hidden puns!
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Una
1 year ago
Hey, at least it's not a trick question! Or is it...?
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Lonny
11 months ago
E) none of the above
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Sherita
11 months ago
D) 0.26
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Margarett
11 months ago
C) 0.37
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Trina
12 months ago
B) 0.94
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Lavonna
12 months ago
A) 0.98
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Diego
1 year ago
Hold on, I'm getting my calculator out. This is going to require some serious number crunching.
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Alline
11 months ago
E) none of the above
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Cordell
11 months ago
D) 0.26
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Shayne
11 months ago
C) 0.37
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Shelba
11 months ago
B) 0.94
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Alison
12 months ago
A) 0.98
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Colby
1 year ago
Hmm, let me think... If the reliability of each component is 0.98, the system reliability must be lower, right?
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Albert
1 year ago
So, the answer would be B) 0.94.
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Armando
1 year ago
The reliability of the system in this case would be 0.98 * 0.98 * 0.98 = 0.941192, which is approximately 0.94.
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Bernadine
1 year ago
Yes, that's correct. The system reliability will be lower than the reliability of each individual component.
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Maia
1 year ago
Ah, the good old series reliability calculation. This should be a piece of cake!
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Rolland
11 months ago
Actually, it's A) 0.98.
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Minna
11 months ago
E) none of the above
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Dominga
11 months ago
Incorrect, try again.
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Alayna
11 months ago
B) 0.94
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Tamala
12 months ago
Great, that's correct!
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Tula
12 months ago
A) 0.98
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Glenn
12 months ago
Incorrect, try again.
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Lucy
1 year ago
E) none of the above
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Rickie
1 year ago
Incorrect, try again.
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Annalee
1 year ago
B) 0.94
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Ashton
1 year ago
That's correct!
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Ty
1 year ago
A) 0.98
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Marion
1 year ago
Yes, that makes sense. So the reliability of the system would be 0.98 * 0.98 * 0.98, which is 0.942.
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Malcom
1 year ago
I agree with Ronald, because the components are in series, so we multiply the reliabilities.
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Ronald
1 year ago
I think the answer is A) 0.98.
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Brett
1 year ago
I'm not sure about that. Shouldn't we multiply the reliabilities of each component to get the overall reliability?
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Adelle
1 year ago
I agree with Chanel. Each component has a reliability of 0.98, so the overall reliability should also be 0.98.
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Chanel
1 year ago
I think the answer is A) 0.98.
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