Triangle ABC is similar to triangle pQR. if AD and PM are altitudes of two triangles , prove that :AB / PQ = AD /PM
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If AD and PM are altitudes of the two triangles, we have ABPQ=ADPM. Use AA (Angle – Angle) Property to prove that ΔABD∼ΔPQM and thus, the ratio of length of sides of two triangles will be equal.
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