In a triangle ABC, D and E are points on BC such that AD = AE and BAD = CAE. If AB = (2p+3), BD = 2p

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In the given figure, \( A D=A E \) and \( B D=E C \). P Prove that \( A B=A C \). In the given figure, \( A D=A E \) and \( B D=E C \). P Prove that \( A B=A C \).