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11.5 Explore Solids Mrs. vazquez Geometry
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g-gmd.2.4 Essential Question:
How is Euler’s Theorem to our unit of study? Objective: Students will be able to identify solids and their parts.
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polyhedron A solid bound by polygons (faces) that enclose a single region of space. edge: intersection of two faces vertex: a point where three or more edges meet
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Polyhedra Include: prisms & pyramids Does not include: cones cylinders
spheres
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naming polyhedra Prisms:
named by the shape of its base (on parallel planes) Pyramids: named by the shape of its base
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convex/concave
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Euler’s Theorem The # of faces (F), vertices (V), & edges (E) of a polyhedron are related by the formula F + V = E + 2.
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regular polyhedra A polyhedron is regular if all its F are ≅ polygons.
Platonic Solids:
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cross sections The intersection of a plane with a solid.
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