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ISTQB Exam ATA Topic 3 Question 72 Discussion

Actual exam question for ISTQB's ATA exam
Question #: 72
Topic #: 3
[All ATA Questions]

Based on the classification tree show below, how many test cases are required using the classification tree method?

[K3] 2 credits

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Suggested Answer: D

by Freeman at Jul 15, 2024, 03:38 AM

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Angelica
1 months ago
I can't believe they're asking this on the exam. It's like they want us to get our tree-climbing certification instead of the software testing one!
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Moira
3 days ago
C) 4
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Beatriz
1 months ago
B) 3
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Timmy
1 months ago
A) 2
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Audria
2 months ago
This is a piece of cake! The answer is D) 6, no doubt about it. I bet the person who came up with this question had too much coffee this morning.
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Lizbeth
2 days ago
No way, it's 6 for sure. Trust me.
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Mendy
4 days ago
I think it might be 4 test cases instead.
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Ayesha
7 days ago
Yes, I'm positive. It's definitely 6.
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Nakisha
21 days ago
Are you sure it's 6 test cases?
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Peggy
2 months ago
I'm not sure, but I think the answer might be D) 6, as there could be more test cases needed.
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Kayleigh
2 months ago
Hmm, I'm not sure about this one. Let me think it through again... *scratches head* Ah, I got it! The answer is B) 3. There are 3 unique paths in the tree, so that's the number of test cases.
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Erick
1 months ago
No, I believe it's B) 3. Each unique path requires a test case.
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Dong
1 months ago
I think it's A) 2. There are only 2 paths in the tree.
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Kris
2 months ago
The answer is definitely C) 4. Each branch in the classification tree represents a test case, and there are 4 branches, so the total number of test cases is 4.
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Gracia
2 months ago
I think the correct answer is D) 6. The classification tree has 4 branches, and each branch requires a test case. Additionally, there are 2 conditions (C1 and C2) that need to be tested, so the total number of test cases is 6.
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Lea
18 days ago
Yes, that's correct. The classification tree method requires a test case for each branch, and with 4 branches and 2 conditions, the total number of test cases needed is 6.
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Stephaine
1 months ago
So, the answer is D) 6 because each branch in the classification tree corresponds to a test case, and there are 4 branches along with 2 conditions to test.
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Elouise
1 months ago
I agree with you. Each branch in the classification tree represents a test case, and since there are 4 branches and 2 conditions, the total number of test cases is indeed 6.
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Lucy
1 months ago
I think the correct answer is D) 6. The classification tree has 4 branches, and each branch requires a test case. Additionally, there are 2 conditions (C1 and C2) that need to be tested, so the total number of test cases is 6.
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Lera
2 months ago
I agree with Amie, because there are 4 possible combinations in the classification tree.
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Amie
2 months ago
I think the answer is C) 4.
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