Which measure of central tendency is most useful? Grade 6 students’ expressed statistical literacy

Recently, the importance of statistical literacy has been stressed, and three central concepts in statistical literacy are the measures of central tendency: mean, median, and mode. This study explores aspects of statistical literacy expressed by 12–13-year-old students, focusing on mean, median, and mode. Their responses were analysed using a framework of statistical literacy that includes knowledge and dispositional elements. The results showed that students’ descriptions of the measures were mainly based on mathematical and vocabulary knowledge. When discussing what measure was easiest or hardest to explain, a variety of conceptions were expressed. Some explanations about the usefulness of the measures were related to context knowledge. Here, the median was an exception as students gave neither examples of contexts nor found the median useful outside the classroom.

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Publication Details

Journal
Statistics Education Research Journal
Published
2025-05-24
DOI
https://doi.org/10.52041/serj.v24i2.811
Primary Topic
Statistics Education and Methodologies
Type
article
Field-Weighted Citation Impact
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article

Which measure of central tendency is most useful? Grade 6 students’ expressed statistical literacy

Lovisa Sumpter, Karin Landtblom
Statistics Education Research Journal
Statistics Education and Methodologies
article

Which measure of central tendency is most useful? Grade 6 students’ expressed statistical literacy

Lovisa Sumpter, Karin Landtblom
article en

Abstract

Recently, the importance of statistical literacy has been stressed, and three central concepts in statistical literacy are the measures of central tendency: mean, median, and mode. This study explores aspects of statistical literacy expressed by 12–13-year-old students, focusing on mean, median, and mode. Their responses were analysed using a framework of statistical literacy that includes knowledge and dispositional elements. The results showed that students’ descriptions of the measures were mainly based on mathematical and vocabulary knowledge. When discussing what measure was easiest or hardest to explain, a variety of conceptions were expressed. Some explanations about the usefulness of the measures were related to context knowledge. Here, the median was an exception as students gave neither examples of contexts nor found the median useful outside the classroom.

Statistics Education Research JournalVol. 24(2)
Stockholm University (SE)
Openalex Percentile: Top 89%
Statistics Education and Methodologies
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