The Total Interior Angles Of A Pentagon Are 540 Degrees
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The total interior angles of a pentagon = 540°
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- Geometry
- Parallel lines
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- Symmetric
- Asymmetrical
- Tessellation
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- Congruent
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- Vertex
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- Radian
- Angles of polygons
- Interior angles of polygons
- The total interior angles of a triangle = 180
- Total internal angle of any polygon can be worked out from triangles
- The total interior angles of a square (or rectangle) = 360
- Why must a square add up to 360 (in pictures)
- The total interior angles of a pentagon = 540
- Why must a pentagon add up to 540 (in pictures)
- The total interior angles of a hexagon = 720
- Why must a hexagon add up to 720 (in pictures)
- The total interior angles of a heptagon = 900
- Why must a heptagon add up to 900 (in pictures)
- The total interior angles of an octagon = 1080
- Why must an octagon add up to 1080 (in pictures)
- Sum of all internal angles of a polygon
- Internal angle of a regular polygon
- Exterior angles of polygons
- Total exterior angle of a polygon
- External angles of a regular polygon
- Area of a triangle
- Manipulating shapes
- Circumference, area and volume
Each time we add a side (triangle to square, square to pentagon, pentagon to hexagon) we add another 180°.
Triangle to pentagon
| Triangle | Square | Pentagon | ||||
| `180°` | `+` | `180°` | `+` | `180°` | `=` | `540°` |
The total internal angle of a pentagon = 540°

Now divide the total internal angle by the number of corners.
i.e. divide 540° by 5.
`540^circ/5=108^circ`
| 1 | 2 | 3 | 4 | 5 | ||||||
| `108°` | `+` | `108°` | `+` | `108°` | `+` | `108°` | `+` | `108°` | `=` | `540°` |
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