ISTQB ATA Exam - Topic 6 Question 95 Discussion

Actual exam question for ISTQB's ATA exam

Question #: 95
Topic #: 6

[All ATA Questions]

Consider the following decision table,

How many cases are left when this decision table is collapsed?

[K3] 3 credits

Show Suggested Answer

Suggested Answer: C

by Brice at Aug 18, 2025, 06:44 AM

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Silvana

6 months ago

I counted 4 cases, though.

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Gilma

6 months ago

Wait, are we sure about that?

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Dorian

6 months ago

Definitely 3! Makes sense.

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Lenna

7 months ago

I think it collapses to 3 cases.

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Nathalie

7 months ago

I thought it was 2, but maybe I misread!

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Aleta

8 months ago

I feel like the answer could be 2, but I’m not confident. I wish I had reviewed the collapsing rules more thoroughly before the exam.

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Jaime

8 months ago

I remember we had a decision table exercise where we had to count the unique cases after collapsing. I think it was 4 in that one, but this looks different.

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Leonora

8 months ago

I'm not entirely sure, but I feel like the answer might be 3. I just can't recall how we determined that in the examples we went over.

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Emiko

8 months ago

I think we practiced a similar question in class, and I remember that collapsing the table reduces the cases based on overlapping conditions.

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Deandrea

9 months ago

I'm not feeling too confident about this one. Decision tables can be tricky, and I don't want to rush through it and make a mistake. I'll take my time and double-check my work.

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Avery

9 months ago

I've got this! Decision tables are my specialty. I can quickly collapse this one and count the remaining cases. This should be a straightforward 3-pointer.

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Delfina

9 months ago

I'm a bit confused by this question. I've never worked with decision tables before, so I'm not sure how to approach this. Maybe I should review the lecture notes on this topic again.

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Brittney

9 months ago

Okay, let me think this through step-by-step. I need to identify the unique combinations of conditions and actions, and then count how many are left after removing any duplicates.

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