Survey Results: 100 Respondents, 5 Colors - Mean, Median & Mode?

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Homework Help Overview

The discussion revolves around a survey conducted with 100 respondents who were asked to choose from 5 colors: red, green, blue, yellow, and black. The original poster expresses confusion regarding the sample size and how to compute the mean, median, and mode from the survey results.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • The original poster questions whether the sample size is 100 or 5 and attempts to calculate the mean based on the number of colors. They also express uncertainty about how to determine the mode.

Discussion Status

Some participants clarify that the sample size is indeed 100 and discuss the nature of the data, indicating that the results are non-quantitative. There is mention of the mode being green, but no consensus on the appropriateness of calculating mean or median for this type of data.

Contextual Notes

Participants note that using frequency data as a random variable may not yield meaningful insights, and there is a discussion about the implications of treating categorical data in a statistical manner.

dimasalang
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1. hi there I am a bit confused, I am doing a survey of 100 respondents.
ive asked them 5 colors to choose from ( red, green, blue, yellow and black)


ive got these results from my survey of 100 respondents
red = 21
green = 36
blue = 19
yellow = 10
black = 14
2. is my sample size 100? or 5?
how can i compute for the mean and median
3. my first idea may sample size is 5,

ive got 100 respondents and I've divide it by 5 so my mean is 20? am i correct?
can someone eniighten me? i can't get the mode. i still really don't get it
 
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sorry I've posted it on a wrong section
 
Your sample size is 100. This kind of "definition" question is easily answered with Google.
 
Your sample size is 100. But since each sample is a color rather than a number, this is a non-quantitative statistic- there is no "mean", "median" or "midrange". There is a mode. It is "green".
 
Is it possible that you are using your frequency data as your random variable?
You really can't learn a lot from that kind of analysis, though, and it doesn't sit right with me.

If you are looking for the mean frequency, then yes, that would be 20, but you don't learn anything from that, since like you said it is simply sample size divided by # of categories.
The median frequency is the middle one (two greater, two less).
 
ok thnks a lot..
 

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