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The following is a dataset of the average weekly number of cups of coffee consumed by employees in an office. Find the mean and median and determine if the mean or median is the better measure of central tendency. 5,0,5,2,0,10,7,8,10,21,5,8,2,5,3,5 Select the correct answer below:
Mean = 5, Median = 6 The median is the better measure of central tendency. Mean = 5, Median = 6 The mean is the better measure of central tendency. Mean = 6, Median = 5 The median is the better measure of central tendency. Mean = 6, Median = 5 The mean is the better measure of central tendency.

Respuesta :

The response is: Median = 5 and Mean = 6. The mean is a more accurate way to assess central tendency.

Finding the data set's mean and median will be our first step.

The average of the set is all that the mean is, and it will be

Mean = 5+0+5+2+0+10+7+8+10+21+5+8+2+5+3+5 / 16 \s= 96/16 \s= 6

As a result, the median is 5

We must evaluate the skewness of each metric to determine which is the superior one.

1.51 is the skew value.

It is therefore positively biased.

Thus If the distribution is positively skewed, the mean will be higher than both the median and the mode. Consequently, the response is Mean = 6, Median = 5. The mean is a more accurate way to assess central tendency.

Learn more about mean here

https://brainly.com/question/15323584

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