β Learn how to find the missing interior & exterior angles of Regular Polygons from Triangles to Hexagons!
In this lesson, we walk through \(4\) examples step by step, showing how to calculate angles in:
πΉ Triangle
πΉ Square
πΉPentagon
πΉ Hexagon
π Perfect for students learning geometry, polygons, or preparing for exams.
π― Key Formulas Used:
β Sum of Interior Angles \(= (n β 2) Γ 180^\circ\)
β Each Interior Angle of a Regular Polygon \(= [(n β 2) Γ 180^\circ] Γ· n\)
β Sum of Exterior Angles \(= 360^\circ\)
β Each Exterior Angle of a Regular Polygon \(= 360^\circ Γ· n\)
π Topics Covered:
β Formula for interior angles of regular polygons
β Formula for exterior angles of regular polygons
β Relationship between interior and exterior angles
β How to calculate interior & exterior angles
β Step-by-step examples from triangle to hexagon