AIR MATH

Math Question

Consider the following diagram. In the above bridge, \( B D \) is the perpendicular bisector of \( A C \). For the bridge to be safe, \( \triangle A B D \cong \triangle C B D \). Considering strictly the information that was given, what sequence of reasons can you use to prove that \( \triangle A B D \) and \( \triangle C B D \) ese congruent?

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