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Mathematics
Geometry
3D Shapes
octahedron?
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determine why Euler's formula continues to hold for the polyhedron formed by cutting corners off of an octahedron.
a) for an
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For an octahedron, V =__8__, F = __6__, and E = __12___.
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Answer the following questions to determine why Euler’s
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a. For an octahedron V = 6, F = 8, and E = 12. To determine the values of V, F, and E for an
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Answer the following questions to determine why Euler’s
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a. Describe the different types of planes of symmetry
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a)The planes ands axes of symmetry go through the faces, edges, and vertices of the octahedrons.
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Describe the different types of planes of symmetry
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a. A regular octahedron has several planes of symmetry. A plane of symmetry is a plane that divides
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Verified Answer --- 1/4 Solution: The ant can only move along adjacent edges, so he only has 4 ways
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A. Describe the different types of symmetry and axes of symmetry of a regular octahedron.
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How many edges does a regular octahedron have?
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12
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