If all three altitudes are equal prove the triangle equilateral
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Given, AD, BE and CF are the altitudes drawn on sides BC, CA and AB of Δ ABC such that AD = BE = CF
Given, AD, BE and CF are the altitudes drawn on sides BC, CA and AB of Δ ABC such that AD = BE = CFArea of Δ ABC = 1/2 x BC × AD = 1/2 × AB × CF = 1/2 × CA × BE
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here is the answer bro
if all sides all equal then it's an equilateral triangle
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