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Leaving Certificate Proof that the biggest angle is opposite the longest side in a triangle.
Longest Side, Largest Angle Conjecture
5.5A Triangle Inequalities : angle / side relationship
(I.19) The longer side of a triangle is opposite the larger angle, Proof
(I.18) The larger angle of a triangle is opposite the longer side, Proof
Proof: The Angle of a Triangle Opposite The Longest Side is the Largest Angle
Longer sides has larger angle in a triangle
Geometry - Triangle Angle-Side Relationships - Ordering From Smallest to Largest
Name the smallest and largest sides of triangles given angles measures
The biggest angle is across from the biggest side
Name the smallest and largest angles of the triangles. Triangle Inequality Theorem
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Last Updated: August 18, 2026
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