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Planes Of Symmetry

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Abdullah Abid

on 23 January 2015

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Transcript of Planes Of Symmetry

What are planes of symmetry?
Planes of symmetry in: Cuboid
Planes of symmetry in: Cylinder
two of the faces of a cylinder are circles, circles have an infinite number of lines of symmetry, therefore cylinders have an infinite number of planes of symmetry
Planes of symmetry in: Cone, Sphere
Planes of symmetry in cones: infinite amount (base of a cone is a circle)
Planes of symmerty in Spheres: infinite planes of symmetry through the center of the sphere since you can cut it through the center and both parts are equal.
Planes of symmetry in: Regular Tetrahedron
It has three on each face from each vertex to the midpoint of the opposite side of the face.
Planes of symmetry
in: Cube
Three planes lie parallel to the side squares and go through the centre. Six planes go through opposite edges and two body diagonals
Planes of symmetry of a cube - Lines of symmetry - The Lines of symmetry divides a figure into two equal halves which are mirror images of each other. A Line can not divide a 3-D figure into two halves.
If it is a CUBE (a special type of cuboid), then it has nine planes of symmetry.
If it is a cuboid with length, width and height all different, then it has three planes of symmetry.
If it is a cuboid with two equal measurements (say width and length), then it has five planes of symmetry.
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