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A theorem on right angled triangles
AP

A theorem on right angled triangles

Theorem: In a Right-Angled Triangle with sides in A.P. Series, the distance between the point of intersection of median & altitude at the base is 1/10th the sum of other two sides. This Theorem applies in Two Conditions: 1. The Triangle must be Right-Angled. 2. Its Sides are in
Nov 4, 2013 1 min read
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