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Key Feature 2   D TT/ ? ` ,$D  0 GPlanes of Symmetry? 2  D T/ ?  ,$D  0 e1If the cuboid has no square faces then it has ...20P22 D B?&@00 D C ZABC:\WINDOWS\Desktop\myicuboid.gifp9 ,$D 0 D T/ ?p ,$D 0 9Faces 2 D Nt/ ?0 ,$D 0 76(2 D Tԇ/ ?Pp p,$D 0 ;Corners 2 D N4/ ?P0 p,$D 0 78(2 D T/ ?p ,$D 0 9Edges 2 D N/ ?0 ,$D  0 812(20 D T/ ? ` @,$D 0 xIs a Cuboid a Prism? 202 D T/ ? 0,$D 0 zFYes, because it has a rectangular cross-section throughout its length.G0Z2G D Tt/ ?  ,$D  0 d0If two opposite faces are square then it has ...10P21 D TԊ/ ?  ,$D  0 :three.0P2 D T4/ ?  ,$D 0 9five.0P2H D 0޽h ? ̙3333  @HZ( s Hr H S /P  /  H B?%@00 H C VA >C:\WINDOWS\Desktop\myicube.gif  ,$D 0  H Tt/ ?@P 0`,$D 0 R Six faces which are all squares.! 2! H T4/ ? P @,$D 0 ? Key Feature 2  H T/ ? ` ,$D  0 GPlanes of Symmetry? 2 H TdF ?  ,$D  0 8Nine0P2 H TF ?P ,$D 0 9Faces 2 H N$F ?`,$D 0 76(2 H TF ?@P k ` ,$D 0 ;Corners 2 H NF ?@`` ,$D 0 78(2 H TDF ? P ,$D 0 9Edges 2 H NF ? ` ,$D  0 812(2. H TdF ? ` ,$D  0 vIs a Cube a Prism? 20 - H TF ? ,$D  0 uAYes, because it has a square cross-section throughout its length.B0Z2BH H 0޽h ? ̙3333     P !L ( p@`  Lr L S FP  F  L B?%@00 L C AE:\My Documents\My Web Site\buttons and clipart\polyhedra\myprism.gif ,$D 0 L C AE:\My Documents\My Web Site\buttons and clipart\polyhedra\myprism2.gifb ,$D 0+ L TDF ?@ @F,$D 0 sAThe shape of its cross-section is the same throughout its length.B 2B L TF ?  0@,$D 0 ? Key Feature 2  L TF ?  ,$D 0 GPlanes of Symmetry? 2 L TF ?  ,$D 0 V$It depends what sort of prism it is.% 2% L TDF ? ,$D 0 JFaces, Corners, Edges? 2 L NF ?  ,$D 0 V$It depends what sort of prism it is.% 2%2 !L TdF ? ,$D  0 zXExamples of prisms include triangular prism, hexagonal prism, cuboid, cube and cylinder.Y 2Y0+0-<0>D0FJ 0OWH L 0޽h ? ̙3333=  `%P}(  Pr P S  FP  F  P B?%@00 P C \ADC:\WINDOWS\Desktop\mytriprism.gifP ,$D 0B P TD!F ?p,$D 0 (A prism with a triangular cross-section.) 2)0 P T"F ?p ,$D 0 ? Key Feature 2  P TF ? 0 0 ,$D  0 GPlanes of Symmetry? 2 P TTF ?0 " ,$D  0 b.If the triangle is equilateral then it has .../0P2/ P TF ?p ,$D 0 9Faces 2 P NF ?0 ,$D 0 75(2 P TtF ?p 0 ,$D 0 ;Corners 2 P NF ?0 0 ,$D 0 76(2 P T4F ?` p ,$D 0 9Edges 2  P NF ?` 0 ,$D  0 79(2 !P TF ?0 0" ,$D  0 9four.0P2 "P TTF ? ,$D  0 `,If the triangle is isosceles then it has ...-0P2- #P TF ?,$D 0 ^*If the triangle is scalene then it has ...+0P2+ $P TF ? 0,$D 0 8two.0P2 %P TtF ?0,$D 0 8one.0P2H P 0޽h ? ̙3333  OGp!T (  Tr T S FP  F  T B?%@00 T C AE:\My Documents\My Web Site\buttons and clipart\polyhedra\myhexprism2.gif ,$D 0 T C AE:\My Documents\My Web Site\buttons and clipart\polyhedra\myhexprism.gif ,$D 0A T TtF ? P ,$D 0 'A prism with a hexagonal cross-section.( 2( 0 T T4F ?  @,$D 0 ? 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