In the given figure, AD || BC and AD = BC. Prove that ABC ADC.
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Step-by-step explanation:
Given
AD=BC and AD∥BC
To prove
ABC≅△CDA
Proof:
In △ABC and △CDA
BC=DA (given)
∠BCA=∠DAC (alternate angles)
AC=AC (common)
∴△ABC≅△CDA [by SAS congruence property]
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