Question

If a regular polygon has $‘n^{\prime }$ sides, it will have

• A. ‘n/2’ lines of symmetry (if it is a regular polygon)
• B. ‘n’ lines of symmetry (if it is a regular polygon)
• C. ‘n/2’ lines of symmetry always
• D. ‘n’ lines of symmetry always

Answer 1

The correct option is B

‘n’ lines of symmetry (if it is a regular polygon)

Maximum number of lines of symmetry a polygon can have is the number of sides or angles or vertices of the polygon. This happens in case of a regular polygon. So, a regular polygon with ${}^{\prime }{n}^{\prime }$ number of sides will have ${}^{\prime }{n}^{\prime }$ lines of symmetry.