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The Z score is a measure of the distance in Standard Deviations of a sample data point from the Median of the sample population.
Suggested Answer: B
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32 comments · newest first
PA
Paulina
11 months ago
Yeah, I learned that in my stats class.
GL
Glen
11 months ago
Nope, definitely false. Z scores are based on the mean.
MI
Mitsue
11 months ago
Wait, is that really true? I thought it was about the median.
RA
Rachael
12 months ago
Totally agree, it's all about the mean!
WY
Wynell
12 months ago
The Z score measures distance from the mean, not the median.
LE
Leota
12 months ago
I recall a question about Z scores in practice that emphasized the mean. I’m confident it’s False.
DA
Danilo
1 year ago
This sounds familiar, but I thought Z scores were always related to the mean. I’ll probably choose False.
RO
Roosevelt
1 year ago
I remember practicing Z scores, but I’m not sure if it’s specifically about the median. I might go with True just to be safe.
RU
Rutha
1 year ago
I think the Z score actually measures the distance from the mean, not the median. So I’m leaning towards False.
RO
Robt
1 year ago
Okay, let me think this through. The Z-score is a standardized measure, so it has to be related to the standard deviation. I'll go with False on this one.
DI
Dierdre
1 year ago
Hmm, I'm a bit unsure about this. I thought the Z-score was related to the standard deviation, but I can't remember if it's from the mean or the median.
TI
Tina
1 year ago
I'm pretty confident about this one. The Z-score measures the distance from the sample mean, not the median.
MA
Margret
1 year ago
Ah, I remember now! The Z-score is the number of standard deviations a data point is from the mean, not the median. Definitely False.
CA
Carin
1 year ago
This looks like a straightforward question on the scope of the EU's data protection regulations. I'll need to carefully review the options and think about the key criteria that define the personal data covered.
DO
Doretha
2 years ago
Haha, the median? What is this, the 1970s? Everyone knows the Z-score is all about the mean, not the median. False is the way to go!
KI
Kimbery
2 years ago
True
AL
Alishia
2 years ago
Exactly! The Z-score is definitely based on the mean, not the median.
JU
Judy
2 years ago
False
TA
Tanja
2 years ago
Wait, isn't the Z-score calculated using the mean, not the median? I'm going to have to go with False on this one.
DA
Darci
2 years ago
So, the correct answer is False. The Z-score is not based on the median, but on the mean.
MI
Mitzie
2 years ago
Yes, you're correct. The Z-score measures the distance of a data point from the mean in standard deviations.
CH
Chery
2 years ago
Z-score is actually calculated using the mean, not the median. So, the answer is False.
DA
Darrin
2 years ago
I think the Z score is indeed a measure of the distance in Standard Deviations from the Median.
DA
Daryl
2 years ago
B) False
AJ
Aja
2 years ago
Hmm, this seems straightforward. I'll go with True, the Z-score is all about how far a data point is from the median in standard deviations.
DO
Dominga
2 years ago
That's correct, the Z score is all about measuring the distance of a data point from the median in standard deviations.
NA
Nan
2 years ago
Yes, the Z score is a measure of distance in standard deviations from the median.
CO
Colby
2 years ago
I think you're right, the Z score is a way to see how far a data point is from the median in terms of standard deviations.
CA
Carman
2 years ago
I agree, the Z score is definitely a measure of distance in standard deviations from the median.
CA
Caitlin
2 years ago
That's correct! The Z score does measure the distance of a data point from the median in standard deviations.
BR
Britt
2 years ago
True
DA
Darrin
2 years ago
A) True