Heptagon Properties
Key properties of a heptagon are :
|
Properties of Heptagon |
|
|---|---|
| Property | Description |
| Sides | A heptagon has seven sides, forming a closed structure. |
| Angles | A heptagon has seven angles. The sum of interior angles is 900 degrees (5π radians), and the sum of exterior angles is 360 degrees. |
| Vertex | It has 7 vertices, where each line segment joins. |
| Diagonals | A heptagon has 14 diagonals, which are line segments joining two non-consecutive vertices. |
| Sum of Interior Angles | The total sum of all angles in a heptagon is 900 degrees, calculated as (n-2) × 180°, where n is the number of sides. |
| Interior Angle Measure | Each angle measure in a regular heptagon is approximately 128.57 degrees, calculated as (n-2) × 180°/n. |
| Exterior Angle Sum | The sum of exterior angles in a heptagon is always 360 degrees, with each exterior angle being approximately 51.43 degrees. |
| Line of Symmetry | A heptagon has rotational symmetry of order 7 and can be symmetrically divided into congruent halves. |
Heptagon
Heptagon is a shape from the polygon family that has seven sides. “Hepta” is derived from the Greek word meaning seven and “gon”, meaning sides. It is also called Septagon.
Let’s learn about Heptagon in detail, including its types, properties, formulas and examples.