Making Statistical Inferences Using Measures of Central Tendency and Variability 7th Grade Math Worksheets

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Definition:

A measure of central tendency is a quantitative representation of the data under exploration or investigation. A measure of variability  is a summarized statistic that represents the amount of dispersion in a date set.

Summary:

Measure of Central Tendency is also called as Measure of Average. It is a statistic that serves as a representative of a certain data. On the other hand, a Measure of Variability is also called as Measure of Dispersion. It is a statistics that defines the spread of the values in a certain data set.

A measure of central tendency is a quantitative representation of the investigation and examination of a certain data set. 

It is a statistic that tends to represent the center point of the set of data. It has three common measures, the mean, median and the mode.

Mean:

  • The mean describes the sample with a number that represents the center of a data set.
  • The mean is also known as the “arithmetic average.” 
  • It is the most important and the most useful measure of central tendency.

Mode:

  • The mode is the most repetitive number in a data set. 
  • You can find the mode by simply identifying which number in the data set has the most number of frequency.

Median:

  • The median is the middle of the data set. 
  • It separates an ordered set (from the lowest number to the highest) of data into two equal parts.

Making Statistical Inferences Using Measures of Central Tendency and Variability Worksheets

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