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Esri EAPA_2025 Exam - Topic 3 Question 4 Discussion

Posted by Chery on Jun 15, 2025 at 01:07 AM

A GIS specialist works for an electric company that is planning for tree maintenance along power lines. The specialist wants to associate tree features with a geometry of 'Point' and the power lines feature class in the utility network dataset with a geometry of 'Polyline Z.' All trees, regardless of height, should be joined if they are in the specified vicinity of the power lines.

Which 'Match Option' for the Spatial Join tool should the specialist use?

Suggested Answer: B

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29 comments · newest first
MU
Murray 10 months ago
Clementini? That's a bit niche for this scenario, right?
JE
Jeanice 10 months ago
Wait, why would height matter if they're all in the vicinity?
RO
Rosann 10 months ago
Not so sure, B might be simpler for just 2D proximity.
CA
Catalina 11 months ago
Definitely agree, trees need that 3D consideration!
DA
Dahlia 11 months ago
I think option A is the best choice for 3D data.
BA
Barabara 11 months ago
I feel like "Within Clementini" is more for 2D geometries, so it might not be the right choice here.
DE
Deane 11 months ago
I’m a bit confused about the difference between "Within a distance" and "Within a distance 3D." Does it matter for this case?
SH
Sherron 12 months ago
I think "Within a distance" is what we used in a similar question about trees and power lines.
BR
Brianne 12 months ago
I remember practicing spatial joins, but I'm not entirely sure which match option is best for this scenario.
BE
Bette 12 months ago
Based on the details provided, I think option B "Within a distance" is the best choice to join the trees to the power lines without considering the height.
ER
Ernest 1 year ago
I'm a bit confused by the "Within Clementini" option, I'm not familiar with that. I'll need to research that before deciding.
MA
Mari 1 year ago
The key here is that the trees should be joined regardless of height, so I'm leaning towards option B to join within a 2D distance.
RA
Rasheeda 1 year ago
Hmm, I'm not sure if 3D distance is the right approach here since the question mentions the power lines have a 'Polyline Z' geometry. I might need to look into that a bit more.
MA
Marvel 1 year ago
This seems straightforward, I think I'll go with option A to join the trees within a 3D distance of the power lines.
MA
Marshall 1 year ago
Hold up, did someone say 'Clementini'? I thought we were talking about spatial analysis, not citrus fruits!
FR
Francis 1 year ago
Definitely 'Within a distance'. No need to overcomplicate things. As long as the trees are close enough to the power lines, that's all that matters, right?
CA
Casie 1 year ago
↳ replying to Francis
Exactly, 'Within a distance' is the most straightforward option for this scenario.
CE
Cecil 1 year ago
↳ replying to Francis
A) Within a distance
KR
Kristine 1 year ago
I'd go with 'Within Clementini'. That way, we can account for the shape of the power lines and the trees, not just their distance.
RE
Rebecka 1 year ago
↳ replying to Kristine
A: Let's go with that then, it sounds like the most suitable choice.
IL
Ilene 1 year ago
↳ replying to Kristine
B: Agreed, it will give us a more accurate result considering the shape of the features.
TA
Tawny 1 year ago
↳ replying to Kristine
A: I think 'Within Clementini' is the best option for this scenario.
WI
William 1 year ago
I'm not sure, but I think option B) Within a distance might also work if the specialist doesn't need to consider the height of the trees.
LU
Lucia 1 year ago
The 'Within a distance 3D' option seems like the way to go here. We need to consider the height of the trees, so a 3D spatial join makes sense.
FA
Fannie 1 year ago
↳ replying to Lucia
B) Within a distance
BE
Bea 1 year ago
↳ replying to Lucia
That's a good point. Using 3D will definitely help with considering the height of the trees.
NI
Nicolette 1 year ago
↳ replying to Lucia
A) Within a distance 3D
RE
Rene 1 year ago
I agree with Tu. Using 3D distance will ensure accurate spatial join between trees and power lines.
TU
Tu 1 year ago
I think the specialist should use option A) Within a distance 3D.
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