Engaging young children with mathematical activities involving different representations: Triangles, patterns, and counting objects

Translated title of the contribution: Vključevanje otrok v matematične aktivnosti, ki vključujejo različne reprezentacije: Trikotniki, vzorci in štetje

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Abstract

This paper synthesises research from three separate studies, analysing how different representations of a mathematical concept may affect young children’s engagement with mathematical activities. Children between five and seven years old engaged in counting objects, identifying triangles and completing repeating patterns. The implementation of three counting principles were investigated: the one-to-one principle, the stable-order principle and the cardinal principal. Children’s reasoning when identifying triangles was analysed in terms of visual, critical and non-critical attribute reasoning. With regard to repeating patterns, we analyse children’s references to the minimal unit of repeat of the pattern. Results are discussed in terms of three functions of multiple external representations: to complement, to constrain and to construct.

Translated title of the contributionVključevanje otrok v matematične aktivnosti, ki vključujejo različne reprezentacije: Trikotniki, vzorci in štetje
Original languageEnglish
Pages (from-to)9-30
Number of pages22
JournalCenter for Educational Policy Studies Journal
Volume8
Issue number2
DOIs
StatePublished - 27 Jun 2018

Keywords

  • Counting
  • Multiple representations
  • Repeating patterns
  • Triangles
  • Young children

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