The total elements of symmetry in a cube are

Question

The total elements of symmetry in a cube are (A) 23 (B) 14 (C) 2 5 (D) 16

Tardigrade Admin · Accepted Answer

The total number of planes, axes and centre of symmetries possessed by a crystal is termed as elements of symmetry.
The number of axis of symmetry is equal to 13
Plane of symmetry

(3 + 6) = 9

Centre of symmetry

(1) = 1

Total symmetry

= 23

Q. The total elements of symmetry in a cube are

23

14

2 5

16

The total number of planes, axes and centre of symmetries possessed by a crystal is termed as elements of symmetry. The number of axis of symmetry is equal to 13 Plane of symmetry (3+6)=9 Centre of symmetry (1)=1 Total symmetry =23

The total number of planes, axes and centre of symmetries possessed by a crystal is termed as elements of symmetry.
The number of axis of symmetry is equal to 13
Plane of symmetry $(3 + 6) = 9$
Centre of symmetry $(1) = 1$
Total symmetry $= 23$