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Tesselation Dynamic tesselations |
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Classroom materials, motivating pupils for math and science |
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Abstract Let us illustrate the idea of dynamic tessellations by transforming a hexagon tile in a tessellation tile of a new shape. We construct the regular hexagon ABCDEF as a partial case of the polygon tool, select a point G on its sideAB and point M from its inside.We will transform the hexagon by cutting out the triangle GBM and gluing it to a neighboring side, e.g. BC (Fig.1). We are using BC with the idea of making the common vertex B as a center of rotation. Documents Worksheet Copyright/Creative Commons Mascil partner: BG  Materials are published under the CC BY-NC-SA 4.0 license.    |
Inquiry Learning Inquiry Learning Dimensions - Exploring situations - Planning Investigations - Experimenting systematically - Interpreting and evaluating - Communicating results Discipline - Mathematics ✓ - Biology - Physics - Chemistry - Engineering Target group - Primary Education - Lower Secondary Education ✓ - Upper Secondary Education Age range 11-15 Duration 50 min. |
