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You are testing a native application for a smart phone. The application allows the user to make grocery lists on the phone and store up to three lists at a time. A list can contain up to 50 items.
Which of the following is the minimum set of test conditions to achieve 100% coverage with the boundary value analysis test technique?
Suggested Answer: B
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B is correct because it is doing BVA on both the list quantity and the list saving capability. D is incorrect because it has achieved EP coverage, but didn't get the boundaries. A is incorrect because it doesn't consider the list save capabilities and it doesn't test the invalid values for the list. C is incorrect because it does not sufficiently test the save feature.
15 comments · newest first
IZ
Izetta
10 months ago
I’m surprised they allow only 3 lists, seems too limiting!
RO
Rodrigo
11 months ago
Wait, why would we test 51 items? That’s not even allowed!
AU
Audra
11 months ago
Definitely B, it hits all the boundaries.
WI
Willow
11 months ago
I think A is enough, 47 items is close enough!
SU
Susana
11 months ago
Option B covers all the edge cases.
CH
Chery
12 months ago
I thought we only needed to test the exact limits, but now I'm wondering if we should also include cases like 51 items or 4 lists saved to really cover everything.
ER
Eric
12 months ago
I feel like I practiced a question similar to this, but I can't recall if we needed to test just above and below the limits for both items and lists.
LU
Luisa
1 year ago
I think option B looks familiar because it includes the minimum and maximum values for both items and lists, which seems like a good approach for 100% coverage.
SH
Sheridan
1 year ago
I remember we discussed boundary value analysis in class, but I'm not sure if I covered all the edge cases for the number of items and lists.
KI
Kiley
1 year ago
This seems straightforward. I'll just go with option B - it covers all the key boundary conditions.
TA
Tamar
1 year ago
Okay, I think I've got this. I'll need to test a list with 0 items, 1 item, 50 items, and 51 items. And for the saved lists, I'll need to test 0, 1, 3, and 4 lists.
CY
Cyril
1 year ago
Hmm, I'm a bit confused. Do I need to test every single possible value, or can I just focus on the boundaries?
ST
Stephaine
1 year ago
This looks like a classic boundary value analysis problem. I'll need to test the edge cases for the list size and number of saved lists.
ER
Erasmo
1 year ago
B looks like the way to go. Gotta test all the edge cases, you know? 0, 1, 50, and 51 items? Nailed it. And the list saves too? Perfect coverage!
JU
Juliana
1 year ago
I think the answer is B.