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| === Process (How to do the activity) === | | === Process (How to do the activity) === |
− | 1. "What are some shapes that you know?" | + | {{Geogebra|g7crjrpd}} |
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| + | 1. "What are some shapes that you know?" |
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| 2. Show picture of 2d and 3d and ask difference among shapes, What's the difference between 2D and 3D shapes? | | 2. Show picture of 2d and 3d and ask difference among shapes, What's the difference between 2D and 3D shapes? |
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| Draw these views using pencil in your maths books, with a title "Top, side and bottom views of objects." | | Draw these views using pencil in your maths books, with a title "Top, side and bottom views of objects." |
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− | 5. Do you remember the Faces, Vertices and Edges of solid shapes | + | {{Geogebra|uk9caecz}} |
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| + | Do you remember the Faces, Vertices and Edges of solid shapes |
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| 6. Students recall the terms edge, vertex, and face. | | 6. Students recall the terms edge, vertex, and face. |
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| Edge-two faces meet at a line segment( A line where two faces meet in 3D shape) | | Edge-two faces meet at a line segment( A line where two faces meet in 3D shape) |
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− | Vertex- three or more edges meet at a point | + | Vertex- three or more edges meet at a pointuk9caecz |
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| Base – the bottom base of a 3D shape | | Base – the bottom base of a 3D shape |
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| 7. Can you see that, the two-dimensional figures can be identified as the faces of the three-dimensional shapes? | | 7. Can you see that, the two-dimensional figures can be identified as the faces of the three-dimensional shapes? |
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| + | '''Cuboid''' |
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| + | {{Geogebra|xwfryemq}} |
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| 10. Observe that shapes have two or more than two identical(congruent)faces?name them? | | 10. Observe that shapes have two or more than two identical(congruent)faces?name them? |
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| + | '''Cube''' |
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| + | {{Geogebra|efqkt9am}} |
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| 11. Which solids has all congruent faces? | | 11. Which solids has all congruent faces? |
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| + | '''Cylinder''' |
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| + | {{Geogebra|p6fv452u}} |
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| 12. What shape is the base of a cylinder? | | 12. What shape is the base of a cylinder? |
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| + | '''Cone''' |
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| + | {{Geogebra|a74exedh}} |
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| + | '''Sphere''' |
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| + | {{Geogebra|m7hwxbp7}} |
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| 13. Does the base of the shape change depending on how the shape is positioned? | | 13. Does the base of the shape change depending on how the shape is positioned? |
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| '''Euler’s formula : F+V=E+2 for Polyhedrons.''' | | '''Euler’s formula : F+V=E+2 for Polyhedrons.''' |
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| + | {{Geogebra|bhseqkhj}} |