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iSQI CTFL_Syll2018 Exam - Topic 8 Question 63 Discussion

Actual exam question for iSQI's CTFL_Syll2018 exam
Question #: 63
Topic #: 8
[All CTFL_Syll2018 Questions]

Which of the following is a valid collection of equivalence classes for the following problem: "An Integer numeric field shall contain values from 1 to 80 both values inclusive"

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Suggested Answer: A

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Trinidad
7 months ago
Definitely not A, that’s just wrong.
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Luke
7 months ago
I’m surprised that A includes values less than 0.
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Sean
7 months ago
Wait, how is D even an option?
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Jeanice
7 months ago
I think B is the right choice!
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Therese
7 months ago
Option C looks correct to me.
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Lillian
8 months ago
I’m leaning towards option D since it separates 1 to 79, but I’m not sure if it’s the best representation of the equivalence classes.
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Floyd
8 months ago
I thought option A was valid because it includes all the ranges, but now I’m questioning if it should include 80 as well.
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Lon
8 months ago
I remember practicing equivalence classes, and I feel like option C might be correct too since it covers less than 1 and more than 80, but I’m not confident.
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Larae
8 months ago
I think option B seems right because it includes the range from 1 to 80, but I'm not completely sure about the boundaries.
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Adelle
8 months ago
This question seems straightforward. I'll carefully read through the options and select the 3 that correctly describe the STS service.
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Shawana
8 months ago
Access control seems like the most relevant choice here, as it deals with the behaviors and permissions around the DRM implementation. I'll go with that.
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Deeanna
8 months ago
This is a tricky one. I'm torn between C and E. On one hand, the ability to limit reimbursable costs does seem like a disadvantage. But the other options also sound like potential downsides. I'll have to think this through carefully before selecting my final answer.
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Whitley
1 year ago
I'm just glad they didn't ask about the equivalence classes for a 'floating-point' field. That would have been a real brain-teaser!
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Dominga
1 year ago
D) Less than 1. 1 to 79, more than 80
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Tori
1 year ago
C) Less than 1. 1 to 80, more than 80
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Royal
1 year ago
A) Less than 0. 1 to 79, 80 and more than 80
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Pilar
1 year ago
I'm not sure why anyone would want to exclude the value 80. That seems like a pretty important part of the range. Option B is the way to go.
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Lezlie
12 months ago
Option B is definitely the most accurate collection of equivalence classes.
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Joanna
1 year ago
Excluding 80 doesn't seem right, so option B is the best choice.
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Lucy
1 year ago
I agree, option B makes the most sense.
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Tomoko
1 year ago
I agree with Ollie. Option B is the most comprehensive and accurate representation of the equivalence classes for this problem.
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Kati
11 months ago
Yes, option B is the best representation of the equivalence classes.
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Thaddeus
11 months ago
Option B is definitely the most accurate choice.
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Pearlene
11 months ago
I agree, option B covers all the possible cases.
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Nettie
11 months ago
I think option B is the correct one.
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Amalia
11 months ago
Yes, option B is the best representation of the equivalence classes.
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Wilda
12 months ago
Option B is definitely the most accurate choice.
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Teri
1 year ago
I agree, option B covers all the possible values.
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Willetta
1 year ago
I think option B is the correct one.
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Matt
1 year ago
Why do you think option D is correct?
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Val
1 year ago
I disagree, I believe option D is the correct one.
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Ollie
1 year ago
Option B is the correct answer. It covers all the possible values for the integer field, including the lower and upper bounds.
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Fredric
1 year ago
User 2: Yeah, it covers all the possible values for the integer field.
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Viola
1 year ago
User 1: I think option B is the correct answer.
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Joaquin
1 year ago
Great, so we agree that option B is the valid collection of equivalence classes.
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Billy
1 year ago
It includes the lower and upper bounds, which is important.
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Brock
1 year ago
Yes, option B covers all the possible values for the integer field.
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Gretchen
1 year ago
I think option B is the correct answer.
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Matt
1 year ago
I think the valid collection of equivalence classes is option C.
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