The study examined the integration of science and mathematics methods courses and preservice teachers' understanding of constructivism. The participants were 50 preservice teachers who were enrolled in early childhood education mathematics and science methods courses, and an early childhood practicum. The two methods courses were integrated and the instructors adopted a collaborative approach, including common syllabi, texts, assignments, and teaching strategies. The preservice teachers completed e-journal reflection that were subsequently coded and analyzed. The findings suggested that the instructional approach enabled students to develop and refine their understanding of constructivism.
In this article, we examine the integration of science and mathematics teaching in early childhood education. We explore the meaning of integration and offer a rationale for integrating science and mathematics methods classes for pre-service teachers. The case is made that pre-service teachers should develop an understanding of the connections between mathematics and science so that they can be better prepared to teach with an emphasis on the connections between these two content areas.
This study explored 5-6 year-old children's conceptual understanding of one geometric shape, the triangle. It focused on whether children could draw a triangle from memory, and identify triangles of different types, sizes, and orientations. The data were collected from 82 children attending state preschool programs through a one-on-one interview, during which children completed five paper-pencil tasks. Findings showed that the majority of the children (93%-96%) successfully identified a prototyped triangle. Approximately half of the children experienced difficulties in identifying triangles of different sizes, types, and orientations. The most difficult area was identifying types of triangles, where an isosceles triangle and a right triangle were presented, followed by identifying triangles in different orientations, specifically flipped and rotated ones. Children appeared to identify and classify the triangle relying on the visual prototype. These findings provide support for the Prototyped Theory, van Hiele theory, and for works by Clement and colleagues.
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