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IFoA_CAA_M0 Exam - Topic 8 Question 56 Discussion

Actual exam question for IFoA's IFoA_CAA_M0 exam
Question #: 56
Topic #: 8
[All IFoA_CAA_M0 Questions]

Determine which of the following statements arenot true.

1. In a histogram the height of each rectangle equals the frequency of the interval

2. A box-plot chart is constructed to show the following values: Mean, Median, Upper Quartile, Minimum and Maximum

3. The set of data 2,2,5,7,8,8,9,10,11,12,14,16, 20 can be represented by the following frequency table:

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Suggested Answer: B

by Salome at Mar 15, 2024, 11:25 AM

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Scarlet
4 months ago
Box-plots show median, quartiles, min, and max, not mean!
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Rosendo
5 months ago
I think all of them could be true, but I have my doubts.
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Jules
5 months ago
Wait, are we sure about that frequency table? Seems off.
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Elbert
5 months ago
Totally agree, but box-plots don't show mean, just median!
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Hillary
5 months ago
Histograms show frequency with rectangle height, that's true.
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Albina
6 months ago
I feel like all of them could be true, but I have a nagging feeling about the box-plot one.
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Eun
6 months ago
I practiced a similar question about frequency tables, and I think the data set given can definitely be represented in a frequency table.
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Ruby
6 months ago
I’m not sure about the box-plot statement; I thought it included quartiles but not the mean.
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Quiana
6 months ago
I remember that in a histogram, the height of the rectangles does represent the frequency, so that one seems true.
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Pamela
6 months ago
I think I've got a good handle on this. I'll methodically go through each statement, considering the information provided in the question and my knowledge of data visualization techniques. I'm feeling confident I can determine which ones are not true.
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Delbert
6 months ago
Okay, let's see. The first statement about the height of the rectangles in a histogram seems straightforward, but I'll double-check that. The other two statements seem a bit more complex, so I'll need to really analyze those.
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Ricarda
6 months ago
Hmm, this looks like a tricky one. I'll need to carefully review the information provided and think through each statement to determine which ones are not true.
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Annice
6 months ago
I'm a bit confused by the box-plot chart statement. I'll need to refresh my memory on the typical components of a box-plot to make sure I understand that one correctly.
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Eleonora
6 months ago
This question seems a bit tricky, but I think I can figure it out if I break it down step-by-step.
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Herschel
6 months ago
Okay, I've got a strategy for this. I'll think about factors like latency, scalability, and proximity to the IoT devices to determine the most suitable location.
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Ernie
6 months ago
Honestly, I feel like option C might just be an oversimplification. Surely there must be a better way than just making fewer requests, right?
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Annice
11 months ago
I'm feeling confident about this one, but I'll keep my sense of humor just in case.
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Aja
11 months ago
This question is like a box of chocolates - you never know what you're gonna get!
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Merri
9 months ago
C) II and III
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Micah
10 months ago
B) I and III
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Margurite
10 months ago
A) II
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Timothy
11 months ago
I hope I don't accidentally choose the 'all of them' option, that would be too easy!
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Trina
9 months ago
User 3: So, we can eliminate option A from the choices.
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Elfrieda
10 months ago
User 2: I agree, option A is definitely not true.
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Loren
10 months ago
User 1: I think option A is not true.
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Jeanice
11 months ago
Oh boy, I better double-check my understanding of histograms and box plots.
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Trina
10 months ago
User 3: Statement 2 is also not true, a box-plot chart does not show Mean and Maximum values.
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Mayra
10 months ago
The frequency table doesn't match the data, so option II is not true.
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Malcom
10 months ago
User 2: I agree, the height of each rectangle in a histogram does not equal the frequency of the interval.
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Avery
11 months ago
Box plots actually show Median, Quartiles, and Outliers, not Mean.
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James
11 months ago
Don't worry, histograms show frequency by the height of the bars.
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Desiree
11 months ago
User 1: I think statement 1 is not true.
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Eleonore
12 months ago
I believe statement 2 is also not true. A box-plot chart does not always show Mean, Median, Upper Quartile, Minimum, and Maximum.
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Dorcas
12 months ago
Hmm, this seems like a tricky one. Let me think this through carefully.
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Ria
11 months ago
User 2: I agree. The height of each rectangle in a histogram does not necessarily equal the frequency of the interval.
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Van
11 months ago
User 1: I think statement 1 is not true.
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Irene
12 months ago
I agree with Lorean, the height of each rectangle in a histogram does not necessarily equal the frequency of the interval.
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Lorean
1 year ago
I think statement 1 is not true.
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