Faces Edges and Vertices 3 D shapes 7
- Slides: 10
Faces, Edges and Vertices 3 D shapes 7 2 1 5
Vocabulary Face - a flat surface of a polyhedron (a 3 D figure) Edge - the line segment along which two faces of a polyhedron intersect Vertices- a point where three or more edges intersect; the “corners”
Faces, Edges and Vertices Three dimensional (3 D) shapes are defined by the number of faces, edges and vertices (corners) that they have. VERTEX (plural is vertices) EDGE FACE TETRAHEDRON
Faces, Edges and Vertices Three dimensional (3 D) shapes are defined by the number of faces, edges and vertices (corners) that they have. A tetrahedron is a pyramid with triangular faces. TETRAHEDRON Faces 4 Edges 6 Vertices 4 A tetrahedron is the simplest of all the 3 D shapes.
Faces, Edges and Vertices A square based pyramid has: A square based pyramid Faces 5 Edges 8 Vertices 5
Find the number of faces, edges and vertices for each of the 3 D shapes shown below. 1 2 Faces 7 10 Edges 15 6 Vertices 10 Faces 6 Edges Vertices Pentagonal based pyramid Pentagonal based prism 3 Cuboid Faces 6 Edges 12 Vertices 8
Find the number of faces, edges and vertices for each of the 3 D shapes shown below. 4 5 Faces 7 12 Edges 12 8 Vertices 7 Faces 6 Edges Vertices Hexagonal based pyramid Cube 6 Hexagonal based prism Faces 8 Edges 18 Vertices 12
Find the number of faces, edges and vertices for each of the 3 D shapes shown below. 1 2 Faces Edges Vertices Pentagonal based pyramid Pentagonal based prism Faces 3 Edges Vertices Cuboid Worksheet
Find the number of faces, edges and vertices for each of the 3 D shapes shown below. 4 Faces 5 Faces Edges Vertices Hexagonal based pyramid Cube 6 Faces Edges Vertices Hexagonal based prism Worksheet
Worksheet
- Fghj
- Which of the following has 6 faces, 8 vertices and 12 edges
- Cube has how many edges and vertices
- How many faces does square pyramid have
- How many vertices does a rectangular prism have
- Length x width x height
- Triangular prism vertices edges faces
- Pyramid faces edges vertices
- Shape that have smooth even edges
- Created when a line becomes connected and encloses space
- Generally restful like the horizon where the sky meets land