Question

Which measure of central tendency depends on all the observations? Why?

Answer 1

it is the central tendency depends on all the observation because it is the average of all the observations.hope it is helpful or right

Answer 2

Answer:

Mean

Step-by-step explanation:

A measure of central tendency, which is also commonly known as the measure of center or central location, is basically a summary measure and it aims to define the entire set of data with a single value that represents, as it is in the name, the center of its distribution.

We know that there are three major types of measures of central tendency, namely, the mode, the median, as well as the mean.

• Mode: It is the most commonly occurring value in any data or distribution.
• Median: It is the value occurring in the middle of the distribution when we arrange the data in either ascending or descending order.
• Mean: It is simply the sum of the value of every observation divided by the number of observations. It is also referred to as arithmetic average. This is why it depends on all the observations.

Hence, "Mean" is the measure of central tendency that depends on all the observations.

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