ISTQB Exam ATTA Topic 1 Question 102 Discussion

Actual exam question for ISTQB's ATTA exam

Question #: 102
Topic #: 1

[All ATTA Questions]

Which of the following is a valid way to calculate the cyclomatic complexity? 1 credit [K2]

ANumber of decisions + 2

BNumber of enclosed regions - 1

CNumber of statements - 2

DLinks - Nodes + 2

Show Suggested Answer

Suggested Answer: D

by Beckie at Nov 19, 2024, 05:47 PM

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Jennie

2 months ago

Isn't cyclomatic complexity all about the number of independent paths? I'm pretty sure option B is the correct answer here.

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Cheryl

1 months ago

I remember learning that it's option D, links - nodes + 2.

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Kami

1 months ago

I'm not sure, but I think it's option C, number of statements - 2.

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Tess

1 months ago

But I believe it's actually option A, number of decisions + 2.

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Chery

2 months ago

I think you're right, option B makes sense.

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Asha

2 months ago

Option B is the way to go. It's a classic formula that everyone knows. Unless you're trying to confuse the examiner, in which case, well played.

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Paola

2 months ago

Haha, I bet the person who wrote option C was just trying to be funny. Subtracting 2 statements? That's not how you calculate anything, that's just making things up!

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Joanna

2 months ago

Option D? Really? That's just nonsense. Links and nodes? What does that even have to do with cyclomatic complexity?

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Lamonica

25 days ago

B) Number of enclosed regions - 1 is another valid way to calculate cyclomatic complexity.

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Lina

26 days ago

Exactly, option D is definitely not the right choice here.

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Sherman

27 days ago

A) Number of decisions + 2 is the correct way to calculate cyclomatic complexity.

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Gayla

28 days ago

I agree, option D doesn't make sense for calculating cyclomatic complexity.

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Chu

29 days ago

D) Links - Nodes + 2

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Sharika

1 months ago

C) Number of statements - 2

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Taryn

1 months ago

B) Number of enclosed regions - 1

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Renato

2 months ago

A) Number of decisions + 2

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Jeannetta

3 months ago

Hmm, I'm not so sure. I thought it was the number of decisions plus 2. Doesn't that make more sense for calculating the complexity?

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Luis

1 months ago

Yeah, that's correct. It's a common way to calculate cyclomatic complexity.

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Glory

1 months ago

I agree, I think it's A) Number of decisions + 2 as well.

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Jose

1 months ago

D) Links - Nodes + 2

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Kati

2 months ago

C) Number of statements - 2

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Felicidad

2 months ago

B) Number of enclosed regions - 1

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Daren

2 months ago

A) Number of decisions + 2

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Johnetta

3 months ago

I'm not sure, but I think A) Number of decisions + 2 makes sense because decisions contribute to the complexity of the code.

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Carin

3 months ago

I disagree, I believe it's B) Number of enclosed regions - 1 because it accounts for the complexity of the code structure.

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Louvenia

3 months ago

Option B seems the most logical to me. Cyclomatic complexity is all about the number of independent paths through the code, and that's directly related to the number of enclosed regions.

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