Math, asked by Aliullah, 11 months ago

prove that the altitude of a triangle are congruent ​

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Answered by uttamraj4345
0

A Proof that lines of the three altitudes of a triangle are concurrent. Given triangle ABC, E is constructed to be the midpoint of AB and line EF is constructed be perpendicular to AB. Thus any point F is equidistant from A and B. ... This means BF is congruent to AF and F is equidistant from A and B.

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