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Esri EADP19-001 Exam - Topic 10 Question 52 Discussion

An ArcGIS user is given a geodatabase containing polygon and point features.To ensure that the points fall on the boundary, which topology rule should the user set?
A) Point Musi Be Covered By Boundary Of Polygon
B) Point Must Be Properly inside Polygons
C) Polygon Contains Point
D) Polygon Contains One Point

Esri EADP19-001 Exam - Topic 10 Question 52 Discussion

Actual exam question for Esri's EADP19-001 exam
Question #: 52
Topic #: 10
[All EADP19-001 Questions]

An ArcGIS user is given a geodatabase containing polygon and point features.

To ensure that the points fall on the boundary, which topology rule should the user set?

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Suggested Answer: A

by Tyisha at Aug 24, 2024, 04:29 AM

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Ashleigh
9 months ago
I agree with A, it’s the most logical rule here.
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Ahmed
10 months ago
Wait, is D even a real option? Sounds weird.
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Fatima
10 months ago
A is the correct choice, no doubt about it!
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Van
10 months ago
I think B makes more sense, points should be inside.
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Howard
10 months ago
Definitely A, points need to be on the boundary.
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Alberta
10 months ago
I feel like "Polygon Contains Point" could be a possibility too, but it doesn't specify the boundary aspect like A does.
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Lazaro
11 months ago
I’m a bit confused. I thought "Point Must Be Properly Inside Polygons" was the answer, but that doesn’t really fit the requirement of being on the boundary.
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Minna
11 months ago
I remember practicing a question like this, and I think it was about points being covered by polygons. So, A sounds right to me.
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Andrew
11 months ago
I think the rule we need is about points being on the boundary, so maybe it's A? But I'm not completely sure.
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Tyisha
11 months ago
I'm a little confused by the wording of the question. Does "Point Must Be Covered By Boundary Of Polygon" mean the point has to be on the boundary, or just that the boundary has to cover the point? I'll have to re-read the options carefully.
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Francine
11 months ago
Okay, I've got this. The question is asking about ensuring the points fall on the boundary of the polygons, so the correct answer must be option A. I'm confident in this choice.
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Carey
11 months ago
Hmm, I'm a bit unsure about this one. I know the points need to be related to the polygons somehow, but I'm not sure if they need to be on the boundary or just inside the polygons. I'll have to think this through carefully.
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Verdell
11 months ago
This seems like a straightforward topology rule question. I think the key is to ensure the points fall on the boundary of the polygons, so I'll go with option A.
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Krystina
11 months ago
I think the key here is to focus on the specific types of transactions mentioned and how they might be affected by the OFAC requirements. I'll need to weigh the risks and potential liabilities for each option.
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Page
2 years ago
I think the answer is C) Polygon Contains Point because it ensures the points are within the polygons.
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Lenna
2 years ago
But if the points are on the boundary, wouldn't they be properly inside the polygons?
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Hillary
2 years ago
Haha, why not go for option C? 'Polygon Contains Point' - sounds like a superhero movie title!
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Alona
2 years ago
I disagree, I believe the correct answer is B) Point Must Be Properly inside Polygons.
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Claudio
2 years ago
Hmm, I'm going with option D. Seems like the points should be contained within the polygons, but only one per polygon.
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Jamal
2 years ago
Yeah, that makes sense. Each polygon should contain only one point.
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Mirta
2 years ago
I think option D is the way to go.
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Lenna
2 years ago
I think the answer is A) Point Must Be Covered By Boundary Of Polygon.
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Jeanice
2 years ago
Option B seems more logical to me. The points should be properly inside the polygons, not just on the boundary.
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Lorenza
2 years ago
I think option A is the correct choice here. The points need to be on the boundary of the polygons.
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Denae
2 years ago
I would go with option A as well, it seems like the most accurate rule to set.
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Kenny
2 years ago
I think option B might also work, as long as the points are properly inside the polygons.
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Vernell
2 years ago
I agree, option A is the best choice to ensure the points fall on the boundary.
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