Question: Problem 2. Let o be the circumscribed circle for an isosceles triangle ABC with |AB |AC Let D be a point on the side
Problem 2. Let o be the circumscribed circle for an isosceles triangle ABC with |AB |AC Let D be a point on the side BC and let E be the second intersection point of the line AD with o. Prove that |AB|2 = |AE||AD| Hint: find similar triangles
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To solve this problem well use some geometry concepts specifically similar triangles and the Power o... View full answer
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