B
In the adjoining figure BA II CD and CBII DA. Prove that
(a) BC = AD, (b) AB =CD.
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Answered by
5
In ΔDAB and ΔBCD
∠ABD = ∠CDB [alternate angle]
∠ADB = ∠CBD [alternate angle]
Therefore, by AA congruence, the triangles are congruent.
Hence,
BC = AD [CPCT]
AB = CD [CPCT]
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