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Mean, median, mode, and range

This math skill teaches how to calculate the mean, median, mode, and range of a set of numbers. It explains the processes of finding average, middle value, most frequent value, and difference between highest and lowest values in a dataset.

Skill Practice

Find the mean, median, mode, and range of a group of numbers

Test your understanding of mean, median, mode, and range by practicing it! Work through the below exercises to use it in practice.

  • Statistics - Mean - Pictures to Concept
  • Statistics - Mean - Pictures to Correct Term
  • Statistics - Median - Pictures to Concept
  • Statistics - Median - Pictures to Correct Term
  • Statistics - Mode - Pictures to Concept
  • Statistics - Mode - Pictures to Correct Term
  • Statistics - Range - Pictures to Concept
  • Statistics - Range - Pictures to Correct Term
  • Statistics - Mean/Median/Mode/Range - Approach to Definition
  • Statistics - Mean/Median/Mode/Range - Approach to Name
  • Statistics - Mean/Median/Mode/Range - Definition to Approach
  • Statistics - Mean/Median/Mode/Range - Definition to Name
  • Statistics - Mean/Median/Mode/Range - Definition to Name - First Time
  • Statistics - Mean/Median/Mode/Range - Name to Approach
  • Statistics - Mean/Median/Mode/Range - Name to Definition
  • Statistics - Solve for Median - From Equation
  • Statistics - Solve for Median - To Equation
  • Statistics - Solve for Mode - From Equation
  • Statistics - Solve for Mode - To Equation
  • Statistics - Solve for Range - From Equation
  • Statistics - Solve for Range - To Equation
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Teaching Transcript

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Let's find the mean, median, mode, and range of the number of shapes in these groups

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The mean, or average, is the number in each group if you divide them up evenly

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We have 12 in total and 4 groups to divide them amongst

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So our mean is 3

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The median is the middle number if the numbers are arranged in order

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We have 1, 2, 2, and 7. Since there's no middle number we go half way in between the two closest to the middle.

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They are both 2, so our median is 2.

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The mode is the number that occurs most frequently

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We have two with 2

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So our mode is 2

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And the range is the difference between top and bottom

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That's 1 and 7 in our case

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So our range is 7 minus 1, which is 6.