Scalene Triangle — free printable diagram
Free maths resource for teachers · CC BY-NC 4.0

About this illustration
Triangle with three sides of different lengths and three different angles. For teaching triangle properties.
What is a scalene triangle?
A scalene triangle has three sides of different lengths and, as a result, three angles of different sizes. It is the least special of the triangles — no equal sides, no equal angles and no lines of symmetry — but its angles still add up to 180°, as they do in every triangle.
- Sides
- 3
- Equal sides
- None
- Equal angles
- None
- Angles add up to
- 180°
- Lines of symmetry
- 0
- Rotational symmetry
- Order 1 (none)
- Different side lengths force different angles: the largest angle always sits opposite the longest side, and the smallest opposite the shortest.
- A scalene triangle has no lines of symmetry, so folding it can never match one half onto the other.
- It can still be right-angled or obtuse — scalene describes the sides, not the angles, so the two classifications are independent.
- “Scalene”, “isosceles” and “equilateral” sort triangles by side length; “acute”, “right” and “obtuse” sort them by angle. Every triangle has one label from each list.
How to use
- 1Right-click the image and choose “Save image as”, or use the download button.
- 2Use it in your classroom worksheets, slides or printables — free under CC BY-NC 4.0.
- 3Attribute as “Image by Kuraplan” or link back to kuraplan.com. Not for commercial resale.
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