In triangleABC, AB = BC and in triangleACD, AD = CD. Prove
that angleBAD = angleBCD. (Hint: Join BD.)
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Given: AB =BC and AD = CD
To prove : AD = CD
Proof: in ∆ABCand ∆ADC
AB = BC. Given
CD = AD. Given
AC = CA Common
∆ABC congruent to ∆ ADC by SSS
So, AD = CD by CPCT
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