PPT-3D shapes CUBE It has 6 square faces, 8 vertices and 12 edges.

CUBOID It has 4 rectangular faces 2 square faces 8 vertices and 12 edges TRIANGULAR PRISM It has 3 rectangular faces 2 triangular faces 6 vertices and 9 edges HEXAGONAL PIRAMID It has 6 triangular faces 1 face hexagonal 7 vertices and 12 edges. A. ll . A. round School. Conner Binder. Sphere. 0 edges, 0 vertices, 0 faces. Cylinder. 0 edges, 0 vertices, 0 faces. Cone. 0 edges, 1 vertices,0 faces. Cube. 12 edges, 8 vertices, 6 faces. Rectangular Prism. Around School . Reese Mobley. Sphere. 0 edges, 0 vertices, 0 faces. Cylinder. 0 edges, 0 vertices, 0 faces. Cone. 0 . edges,. 1 . vertices, 0 faces. Cube. 12 . edges,. 8 vertices. , 6 faces. Rectangular Prism. ErikUlmer. Sphere. 0 edges, 0 vertices, 0faces. Cylinder. 0 edges,0 vertices,0 faces. Cone. 0edges,1vertices,0faces. Cube. 12 edges,8 . vertices,6 faces. Rectangular Prism. 12 . edges. ,. 8. . vertices,6 faces. In Perspective. Symmetry and Regularity. Objects that are symmetrical look the same from several different views, or two sides are mirror images of each other.. Symmetric solids are referred to as regular, or Platonic solids.. th. Dimension – and beyond!. The Power and Beauty of Geometry. Carlo. . Heinrich. . Séquin. University of California, Berkeley. Basel, Switzerland. Math Institute, dating back to 15. th. century. 5. 7. 2. 1. Whiteboardmaths.com. Purchases. Making Purchases. Special Offer. : Every time you buy 4 or more presentations (in a single basket) the cheapest will be free. Buy 8 .  get 2 free, buy 12  get 3 free etc. You will be able to monitor the discount as you place the presentations in your basket. Your purchased . 1. Faces, Edges and . Vertices- 3D shapes. Vocabulary. Face - . a flat surface of a polyhedron (a 3D figure. ). Edge - . the line segment along which two faces of a polyhedron . intersect. Vertices- . Glasses not required!. Polyhedra. !. A polyhedron is a 3-dimensional, closed object whose surface is made up of polygons.. Common examples: cubes and pyramids. Are these . polyhedra. ?. Things We Can Count . St Paul’s Geometry Masterclass I. Who are we?. Mairi Walker. Final year maths PhD student at The Open University. Studying links between geometry and numbers. A. lso interested in the history of maths. Kayla R. Wood. Pyramid. 8 edges, 5 vertices, 5 faces. Sphere. 0 edges, 0 vertices, 0 faces. Cylinder. 0 edges, 0 vertices, 0 faces. Cone. 0 edges, 1 vertices, 0 faces. Cube. 12 edges, 8 vertices, 6 faces. 5. 7. 2. 1. Whiteboardmaths.com. Purchases. Making Purchases. Special Offer. : Every time you buy 4 or more presentations (in a single basket) the cheapest will be free. Buy 8 .  get 2 free, buy 12  get 3 free etc. You will be able to monitor the discount as you place the presentations in your basket. Your purchased . Three dimensional (3D) shapes are defined by the number of . faces, edges. and . vertices. (corners) that they have.. VERTEX (plural is vertices). EDGE. TETRAHEDRON. FACE. Don delivers pint bottles of milk to two streets. For the first street of 10. houses, the mean number of bottles of milk he delivers is 3.1.. For the second street of six houses, the mean number of bottles he delivers is. Solid. Convex. Concave. Regular. Cylinder. Prism. Cone. Pyramid. Sphere. Polyhedron: . a solid figure with many plane . faces. Solid: a 3-D shape that encloses space but is not made up of all polygon sides..