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Esri Exam EADP19-001 Topic 7 Question 56 Discussion

Actual exam question for Esri's EADP19-001 exam

Question #: 56
Topic #: 7

[All EADP19-001 Questions]

An ArcGiS user wants to dynamically generalize a line using the Douglas-Peucker algorithm. Which geometric effect should be used to achieve this?

Asmooth curve

Bsimplify

Cadd control points

Dcut curve

Show Suggested Answer

Suggested Answer: B

by Cecilia at Sep 14, 2024, 09:20 AM

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Stanton

3 months ago

As a certified ArcGIS pro, I can tell you that the correct answer is B 'simplify'. It's like using a big pair of scissors to trim the fat off that line. Snip, snip, and voila!

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Marti

3 months ago

Oh, I see. Thanks for clarifying!

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Elli

3 months ago

No, it's actually B) simplify.

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Lelia

3 months ago

I think the answer is A) smooth curve.

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Dell

4 months ago

I'm not sure, but I think it might be C) add control points to achieve dynamic generalization.

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Thaddeus

4 months ago

Wait, wait, wait... Isn't the Douglas-Peucker algorithm all about reducing the number of points while preserving the overall shape? I'd say B 'simplify' is the right choice here.

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Bettye

2 months ago

Agreed, 'simplify' is the geometric effect to use with the Douglas-Peucker algorithm.

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Leatha

3 months ago

Yes, 'simplify' is the correct choice for dynamically generalizing a line.

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Glory

3 months ago

I think you're right, 'simplify' is the way to go.

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Marilynn

4 months ago

I agree with Phillip, because the Douglas-Peucker algorithm is used for simplifying geometries.

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Phillip

4 months ago

I think the answer is B) simplify.

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Erasmo

4 months ago

Clearly, the answer is D 'cut curve'. How else are we supposed to dynamically generalize a line? This is a no-brainer!

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Maile

3 months ago

Definitely, D) cut curve is the geometric effect needed for the Douglas-Peucker algorithm.

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Nicholle

3 months ago

Agreed, D) cut curve is the way to go for dynamically generalizing a line.

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Glendora

3 months ago

I think D) cut curve is the correct answer.

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Tasia

3 months ago

D) cut curve

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Denny

3 months ago

C) add control points

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Lawrence

3 months ago

B) simplify

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France

3 months ago

A) smooth curve

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Nenita

4 months ago

Hmm, I think option B 'simplify' is the way to go. Gotta keep that line looking clean and tidy!

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Odette

3 months ago

Cutting the curve might not give the desired result, so 'simplify' seems like the most logical choice here.

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Francis

3 months ago

I think adding control points might make the line too complex, so I would go with option B as well.

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Alesia

3 months ago

Yeah, using the Douglas-Peucker algorithm with the 'simplify' effect will definitely help maintain the line's integrity.

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Ronald

4 months ago

I agree, option B 'simplify' is the best choice for dynamically generalizing a line.

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