If a polygon has ‘n’ sides, it will have:
‘n/2’ lines of symmetry (if it is a regular polygon)
‘n’ lines of symmetry (if it is a regular polygon)
‘n/2’ lines of symmetry always
‘n’ lines of symmetry always
An 'n'-sided regular polygon has ____ lines of symmetry.
After drawing all the lines of symmetry in a regular polygon having ‘n’ sides, it is divided into _____ triangles.
Consider the following statements. Statement 1: Regular polygons have finite lines of symmetry.
Statement 2: The number of lines of symmetry in a regular polygon is equal to the number of sides.
The lines of symmetry of a regular polygon with n sides divide the polygon into __ triangles.