Let λa, λb, λc be the length of the altitudes of ΔABC drawn on sides BC, CA and AB respectively. If AB + BC = 2CA and λB = 24, then find the inradius of triangle ABC.
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because all the sides of the triangle is equal so all angles will also be equal by the property of equilateral triangle so that angle a equal to b equal to c are equal to 24
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