Prove that ∠ADB = ∠BCA. September 9, 2024September 9, 2024 by Prasanna In the given figure, AD = BC and BD = AC. Prove that ∠ADB = ∠BCA. Solution: More Solutions: OB = OC. Prove that AB = CD. If BP = RC, prove that: Prove that AD bisects ∠BAC of ∆ABC. Prove that AB = AD + BC. Prove that ∆CAE is isosceles. Prove that AF = BE. If ∠ABD = 36°, find the value of x. Prove that RB = SA. AB = AC and DE || BC. Calculate AD = BD = DC and ∠ACD = 35°. Show that Share this: Share on X (Opens in new window) X Share on Facebook (Opens in new window) Facebook Related