2013
DOI: 10.1016/j.jmathb.2013.02.006
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Development of a top-view numeric coding teaching-learning trajectory within an elementary grades 3-D visualization design research project

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Cited by 16 publications
(7 citation statements)
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“…Other studies also highlight the importance of a proper use of computer in mathematics education to help students achieve high-level cognitive skills (Hollebrands, 2007;Leung, 2011;Sack, 2013). It is envisaged that dynamic geometry software, which reflects the rapid developments of computer technology in geometry classes, can help mathematics education to achieve these goals (Oldknow & Tetlow, 2008).…”
Section: Geometry and 3d Shapesmentioning
confidence: 99%
“…Other studies also highlight the importance of a proper use of computer in mathematics education to help students achieve high-level cognitive skills (Hollebrands, 2007;Leung, 2011;Sack, 2013). It is envisaged that dynamic geometry software, which reflects the rapid developments of computer technology in geometry classes, can help mathematics education to achieve these goals (Oldknow & Tetlow, 2008).…”
Section: Geometry and 3d Shapesmentioning
confidence: 99%
“…In the preliminary research phase, some models for training spatial ability and characteristics about contents of tasks for improving spatial ability of students which are suitable to AR were determined. The model of spatial operational capacity (Sack & van Niekerk, 2009;Sack, 2013), Training of Spatial Ability (Martín-Gutiérrez et al, 2010) and spatial contents proposed by Wiesen (2015) consisted of a base for characteristics of spatial tasks. In this research, the characteristics of spatial contents were considered while designing spatial tasks, and revisited to be suitable for middle school students, seventh grade mathematics curriculum of Turkey and mobile AR systems.…”
Section: Discussionmentioning
confidence: 99%
“…Además, se puso de manifiesto que la clase tradicional, sin recursos auxiliares, es el entorno menos favorable. Sack (2013) diseñó un entorno para el aprendizaje de las proyecciones ortogonales de sólidos basado, como en nuestro estudio, en el uso combinado de material manipulativo (cubos apilables), representaciones planas de módulos de cubos y un programa de ordenador que permite realizar las mismas construcciones que con al material manipulativo. Esta autora concluyó que el uso conjunto de las tres formas de representación y la manipulación fue beneficioso porque ayudó a los estudiantes a familiarizarse con el lenguaje y los símbolos propios de la proyección ortogonal.…”
Section: Antecedentesunclassified