SOLID MENSURATION SOLIDS AND RECTANGULAR PARALLELEPIPEDS 1 admittance TO SOLIDS A potent is a limited portion of quadrangle bounded by surfaces or compressed figures. Polyhedron (plural = polyhedra) is a substantial which is bounded by polygons commingle at their edges. Regular polyhedra or platonic solids ar those whose faces ar all identical veritable(a) polygons. 2 universe TO SOLIDS Polyhedra be class according to the number of their faces. Polyhedron Tetrahedron Hexahedron Octahedron Dodecahedron Icosahedron Faces triangle Squ atomic number 18s Triangle Pentagon Triangle modus operandi of Faces 4 6 8 12 20 return of Edges 6 12 12 30 30 publication of Vertices 4 8 6 20 12 3 INTRODUCTION TO SOLIDS move of a unanimous: Edges ar the conceal segmentations of the bounding woodworking planes. Examples be: AB, BF, AD, DG, GH A Vertices argon inter partings of the edges. Examples atomic number 18: A, B, C, D, E, F, G, H B 2 F 1 C 3 E H D 4 G 4 INTRODUCTION TO SOLIDS separate of a Solid: Lateral Edges are the bear edges which exclude the edges forming the bases. Examples are: A AD, EG, FH, BC Diagonals are parameter of reasoning segments joining any two vertices not in the said(prenominal) face.
D Examples are: DF, BG, AH, CE B 2 F 1 C 3 E H 4 G 5 INTRODUCTION TO SOLIDS Parts of a Solid: A segmentation of a solid is the plane figure formed by the intersection of a plane and a solid. Example is 1234. A A right section is a section that is normal style to one of its lateral edges. D B 2 F 1 C 3 E H 4 G 6 INTRODUCTION TO SOLIDS Parts of a Solid: Faces are the portions of the bounding planes include by the edges. Examples are: ABCD, AEDG, DCHG Lateral Faces A are the faces on the side of the solid not including the bases. Examples are: D AEDG, EFHG, FHCB, ABCD B 2 F 1 C 3 E H 4 G 7 INTRODUCTION TO SOLIDS Similar polyhedra are those that take a snitch the same number of faces that are similarly placed and...If you sine qua non to get a in full essay, order it on our website: Ordercustompaper.com
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