CompTIA DA0-001 Exam - Topic 6 Question 13 Discussion

Actual exam question for CompTIA's DA0-001 exam

Question #: 13
Topic #: 6

[All DA0-001 Questions]

Given the following table:

Which of the following methods is the best way to describe the changes in the values in the table?

AAverage

BRange

CStandard deviation

DMedian

Show Suggested Answer

Suggested Answer: C

by Harrison at Feb 05, 2023, 02:09 AM

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Elli

8 months ago

I agree, standard deviation gives a clearer picture of spread!

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Lili

8 months ago

Wait, why is range even an option? Seems off.

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Merissa

9 months ago

Average could work, but it might not capture extremes.

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Andra

9 months ago

Definitely not the median, that doesn't show variability.

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Tammara

9 months ago

I think standard deviation is the best choice here.

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Jimmie

9 months ago

Range seems too simplistic for this type of analysis, but I can't recall why we ruled it out in our last review.

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Emiko

9 months ago

I practiced a similar question where we had to choose between median and average, and I think median is better for skewed data.

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Adolph

9 months ago

I think standard deviation might be the best choice since it shows how spread out the values are, but I'm not entirely sure.

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Roxanne

9 months ago

I remember we discussed how the average can sometimes be misleading if there are outliers in the data.

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Meghan

9 months ago

Option D seems like the most appropriate approach. We should be upfront with the student about the challenges they may face without the necessary prerequisites.

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Ammie

10 months ago

This seems straightforward - I think the two options are A and C, opening a ticket with the support team or contributing through the XSOAR UI.

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Muriel

1 year ago

I don't know, but if they asked for the funniest way to describe the changes, I'd go with interpretive dance. That would really capture the essence of the data, don't you think?

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Vanesa

1 year ago

D) Median

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Nan

1 year ago

C) Standard deviation

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Stephaine

1 year ago

B) Range

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Leatha

1 year ago

A) Average

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Renay

1 year ago

The average? Really? That's like trying to describe a roller coaster by its average height. Not very useful, is it?

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Lacey

1 year ago

Agreed, standard deviation is the way to go.

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Lyndia

1 year ago

Exactly, average doesn't tell us much about the variability in the data.

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Jaime

1 year ago

Yeah, standard deviation gives a better idea of how spread out the values are.

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Kiley

1 year ago

I think standard deviation would be more useful in this case.

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Jerry

1 year ago

D) Median

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Ivory

1 year ago

C) Standard deviation

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Genevive

1 year ago

B) Range

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Ciara

1 year ago

A) Average

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Yoko

1 year ago

User1: Interesting perspectives, I guess it depends on what aspect of the changes we want to focus on.

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Tijuana

1 year ago

User3: I see your point, but I still think the median would be the most accurate way to describe the changes.

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Tyisha

1 year ago

User2: I disagree, I believe standard deviation would give a better understanding of the changes.

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Yuriko

1 year ago

User1: I think the range would be more useful in this case.

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Marya

1 year ago

Hmm, the median could be interesting, since it's less affected by outliers than the average. I'll have to think about that one.

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Carylon

1 year ago

I'm not sure, but the range might be a good choice too. It shows the difference between the highest and lowest values.

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Malika

1 year ago

User 2: Yeah, I agree. It gives a good overall picture of the spread of the values in the table.

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Annett

1 year ago

User 1: I think the range is a good choice too. It shows the difference between the highest and lowest values.

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Cathern

1 year ago

Hmm, that's an interesting point. Can you explain why you think the range is a better option?

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Daron

1 year ago

I think the standard deviation is the best way to describe the changes in the values. It gives a good measure of how much the values vary from the mean.

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Cletus

1 year ago

I disagree, I believe the range would be a better method to describe the changes.

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Cathern

1 year ago

I think the best way to describe the changes in the values is by calculating the average.

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