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The first chapter of ninth grade mathematics
1. Proof: If point E in AB is connected with DE, AE=BE= 1/2AB①.

Because BD=DC, D is the midpoint of BC.

So DE is the center line of △ABC.

∴DE∥AC and DE = 1/2AC②

Ad ⊥ AC,∠ bad = 30 ∴∠ BAC = ∠ bed = 120。

∴∠AED=60,∠ADE=90,DE= 1/2AE③

AC= 1/2AB is known from ① ② ③.