a) |
An n-sided regular polygon has n/2 lines of symmetry if n is even. |
b) |
If a quadrilateral has four lines of symmetry, then it is a regular polygon. |
c) |
If a triangle has two lines of symmetry, then it is a regular polygon. |
d) |
A regular polygon of n sides will have n lines of symmetry. |
e) |
If a polygon is not regular, it will have less number of axes of symmetry than the number of sides. |
f) |
Lines of symmetry of a regular polygon are nothing but the diagonals of a regular polygon. |
g) |
Line of symmetry divides the polygon into two identical shapes. |