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| | Another term for average is the [[arithmetic mean]]. | | Another term for average is the [[arithmetic mean]]. |
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| − | ==Other measures of central tendency== | + | ==Other "measures of central tendency"== |
| | An average takes a set of numbers and replaces it with a single number. The average has these properties: | | An average takes a set of numbers and replaces it with a single number. The average has these properties: |
| | *If all the numbers in the set are equal, then the average equal to every number in the group. The average of 15, 15, 15, 15, and 15 is 15. | | *If all the numbers in the set are equal, then the average equal to every number in the group. The average of 15, 15, 15, 15, and 15 is 15. |
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| | Because of these characteristics, an average takes a group of numbers and replaces it with a single number that can be thought of as the center of the group, or as a representative value that can stand for the whole group. | | Because of these characteristics, an average takes a group of numbers and replaces it with a single number that can be thought of as the center of the group, or as a representative value that can stand for the whole group. |
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| − | The average is ''not'' measurement with these characteristics. It is one of a number of ''measures of central tendency.'' All of them replace a group of numbers with a single number that falls somewhere within the group. | + | The average is ''not'' the only measurement with these characteristics. It is one of a number of ''measures of central tendency.'' All of them replace a group of numbers with a single number that falls somewhere within the group. |
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| | Because the average is familiar and easily calculated, it is often chosen as the single number that summarizes a group. Depending on how the number is to be used, sometimes the average is a good choice, sometimes it is not, so it is important to understand the other choices. | | Because the average is familiar and easily calculated, it is often chosen as the single number that summarizes a group. Depending on how the number is to be used, sometimes the average is a good choice, sometimes it is not, so it is important to understand the other choices. |