In this article, the author describes how an "I do, we do, you do" scaffolded approach for explicit instruction can be utilized to teach map skills to students in kindergarten through grade 2. She argues that classroom teachers who are familiar with explicit instruction may frequently use the model for reading and math instruction while…

The article offers a critique of the Knowledge and Understanding sub-strand of the revised Australian Curriculum: Geography for Years F-6, due to be implemented in Australian schools in 2024. As a foundation for this critique, the article first discusses what should be the aims of geography in primary schools, in order to provide some criteria for…

In Australia, more attention is being paid to inclusion of Science, Technology, Engineering and Mathematics (the so-called STEM subjects) concepts in early childhood education and care curricula. In addition, the focus on the quality of learning in the years prior to school is a growing priority, evidenced by pre-election promises to extend the…

This paper initiates a discussion around the potential of Dynamic Measurement, an alternative approach to geometric measurement that focuses on how space is generated, and thus measured by the lower-dimensional objects that define it. I use data from a series of design experiments with fourth-grade students to illustrate some forms of reasoning…

Given the important role played by students' spatial reasoning skills, in this paper we analyse how students use these skills to solve problems involving 2D representations of 3D geometrical shapes. Using data from in total 1357 grades 4 to 9 students, we examine how they visualise shapes in the given diagrams and make use of properties of shapes…

There is a large body of research that suggests a sound understanding of rational number is vital for success in all areas of mathematics, at school and beyond. In the Australian Curriculum, fractions are formally introduced from Year 1, yet there is evidence to suggest that current approaches are not leading to deep understanding in later years.…

Research has demonstrated strong relations between spatial skill and mathematics across ages and in both typical and atypical populations, suggesting that a significant proportion of variance in mathematics performance can be explained by variance in spatial skill. Why do these relations exist and how do they develop? Studies of dimensionality in…

Background: Spatial thinking skills are strongly correlated with achievement in Science, Technology, Engineering, and Mathematics (STEM) fields and emerging research suggests that interventions aimed at building students' skills will likely yield measurable impacts on learning across K-12 settings. The importance of spatial thinking in science has…

This paper explores three multilingual students' (9 to 11-years-old) conceptual understanding of three-dimensional (3D) shapes as displayed through peer and classroom interactions in two New Zealand primary classes. Bakhtin's dialogic theory and Garfinkel's ethnomethodology inform the theoretical framework. The paper presents two excerpts from…

In this article, Rebecca Seah and Andrew Beencke explore the importance of developing critical thinking and spatial reasoning skills. They explore a series of activities designed to develop the visualisation and critical thinking skills with Year 4 students.

Teachers and students require a range of tools to engage with visual texts. Using "The Great American Dust Bowl" by Don Brown (2013) as an exemplar text, we outline four conceptions of visual literacy: rhetorical, instructional, industrial and visuo-spatial and discuss their use in our literacy education practice. In addition, we provide…

This paper explores what we can learn from research that early cognitive processes support the development of children's mathematics skills. The role of two cognitive processes in working memory in the development of early mathematics was investigated: executive functions (EF) and visual-spatial (VS) ability. Children's mathematical skills were…

In this article, the authors focus on children's and adults' analyses and interpretations of the artwork and design of Peter Brown's "Mr. Tiger Goes Wild." Sipe (2008b) noted how the body of research on "children's visual meaning making from picturebooks" would benefit from "more studies combining careful and theoretically…

There are many continuous quantitative dimensions in the physical world. Philosophical, psychological and neural work has focused mostly on space and number. However, there are other important continuous dimensions (e.g., time, mass). Moreover, space can be broken down into more specific dimensions (e.g., length, area, density) and number can be…

The representation of numerical and non-numerical ordered sequences was investigated in children from preschool to grade 3. The child's conception of how sequence items map onto a spatial scale was tested using the Number-to-Position task (Siegler & Opfer, 2003) and new variants of the task designed to probe the representation of the alphabet…