In triangle ABC, AC is greater than AB, the internal angle bisector of angle A meets BC at D and E is the foot of perpendicular from B on AD suppose AB = 5 and BE = 4 the value of [(AC+AB)/(AC-AB)]×ED
In triangle ABC, AC is greater than AB, the internal angle bisector of angle A meets BC at D and E is the foot of perpendicular from B on AD suppose AB = 5 and BE = 4 the value of [(AC+AB)/(AC-AB)]×ED
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