The triangle having sides 12, 15 and 10√3 is a Scalene type triangle.
Properties Scalene Triangle:
- It has no equal sides.
- It has no equal angle.
- There is no line of symmetry.
How to classify the given triangle?
- Given length of sides AB = 12 , BC = 15 & AC = 10√3
- As all the sides are not equal to each other, hence their angles are also not equal.
- Thus, it can be classified as a scalene triangle.
Thus, the triangle having sides 12, 15, and 10√3 is a Scalene type triangle.
Learn more about Scalene Triangles here:
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