Question

In general, how are the measures of central tendency and variability used to analyze a data distribution

Answer 1

Measures of central tendency and variability are used to analyze data distributions. They provide insight into the typical response and the spread of the data values.

Step-by-step explanation:

Measures of central tendency and variability are used to analyze a data distribution in mathematics. These measures provide insight into the typical response and the spread of the data values.

The three measures of central tendency, mode, median, and mean, provide an overall summary of what a typical response looks like. They help identify the most frequently occurring response, the middle value, and the arithmetic average of all data points.

The standard deviation is a common measure of variability. It tells us how far data values are from their mean and provides a measure of the overall variation in a data set.

Answer 2

Central tendencies and variability are generally used to represent or describe/summarize a large data set into a single data

Step-by-step explanation:

Central tendency is the measurement used to determine the probability of a set of variables/dataset to cluster around their mean, mode, and median values.

Central tendencies and variability are generally used to represent or describe/summarize a large random data set into a single data. examples of variabilities are : variance, range and standard deviation.