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Q: How 9 planes of symmetry are there in a cube?
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Related questions

How many planes of symmetry does a cube have?

there is 9 planes of symmetry in a cube


How many planes for symmetry are there in a cube?

9 planes in Cube 3 Planes in Cuboid


How many planes of symmetry are there in a cube?

9


How many symmetry planes are there in a cube?

9


How many line of symmetry does a cube have?

There are three kinds of symmetries for a cube: planes of symmetry, lines of symmetry and a center of symmetry.A cube has:9 planes of symmetry13 lines of symmetry1 center of symmetry (at the center of the cube)


What 3d shape has 3 planes of symmetry?

A cube has three planes of symmetry.


How many planes of symmetry does a rectangular solid have?

A rectangular solid that is not a cube has 3 planes of symmetry.


How many planes of symmetry does a cuboid have?

It depends on which type of cuboid we are talking about. 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.


What is the difference between lines of symmetry and planes of symmetry?

Lines of symmetry are 2 dimensional. Planes of symmetry are 3D.


How many planes of symmetry does a rectangle have?

There are 3 planes of symmetry in a rectange.


How many lines of symmetry does a triangular base pyramid have?

A triangular based pyramid has no lines of symmetry. However, if each of the non-base triangular sides are equal it will have 3 planes of symmetry. If the base triangle is also equal, it will have 6 planes of symmetry.


How many planes of symmetry does a prism have?

This depends on the type of prism. If the shapes on the ends are pentagons, the prism has 6 planes of symmetry. If they are hexagons, it has 13 planes of symmetry. It has the same number of planes of symmetry as the shapes on the end have lines of symmetry, plus 1.