The meaning of meaningful learning in mathematics in upper‑primary education

Open Access
Authors
Publication date 10-2021
Journal Learning Environments Research
Volume | Issue number 24 | 3
Pages (from-to) 469-486
Number of pages 18
Organisations
  • Faculty of Social and Behavioural Sciences (FMG) - Research Institute of Child Development and Education (RICDE)
Abstract
One of the ways in which schools try to improve students’ motivation is through making learning meaningful for students. The concept of meaningful learning, however, has been defned in various ways in the literature. This small-scale in-depth study focused on meaningful learning in mathematics in upper-primary education. We investigated what teachers, according to their own views, undertake to make mathematics learning meaningful for their students. Two interviews (one stimulated recall) were conducted with fve ffth-grade
teachers from fve Dutch primary schools that difered in terms of their schools’ educational concept. Teachers’ beliefs about the meaning of meaningful learning varied from students being able to understand what is learned to connecting with students’ daily experiences. Teachers also difered in their self-reported pedagogical practices aimed at meaningful learning. They used diferent types of context, including activating prior knowledge, connecting to students’ personal worlds, showing the value beyond school, goal setting for/ with students, creating a context that is future-oriented, referring to the personal world of
the teacher, applying the learning content in school, and creating cross-curricular context. Practices to foster and support meaningful learning included collaboration and dialogue, working independently and experiential learning. This study provides suggestions for embedding meaningful elements in the mathematics learning environment to stimulate students’ learning motivation.
Document type Article
Language English
Published at https://doi.org/10.1007/s10984-020-09337-8
Downloads
s10984-020-09337-8 (Final published version)
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