Lesson 1-1:
Experiencing the Investigatory Process
Classifying Data
Interpreting Data
Making Conclusions
Writing the Report
. . . .

Classifying Data

Measures of Central Tendency and Dispersion

Another set of descriptive statistics that can be used to analyze data are the measures of dispersion or measures of variation. If the measures of central tendency tend to represent an overall numerical value to describe a set of numerical data, the measures of dispersion deal with the extent of variations of scores in a set of numerical data. How much is the spread of other scores to the computed mean? The measures of dispersion consist of the range, the frequency distribution, variance, and the standard deviation.

Range

To get the range, simply go over the highest score and the lowest score in a set of numerical data and get the difference.

Example:

Rice Plant Number of Leaves
Plant 1 16
Plant 2 15
Plant 3 14
Plant 4 12
Plant 5 10

What do you think is the range?