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If \triangle A O B \sim \triangle D O C

then

Option: 1

AB\|CD


Option: 2

AB=CD


Option: 3

AO=BO


Option: 4

None of the above


Answers (1)

best_answer

\triangle A O B \sim \triangle D O C\\\\ \text{So, the given triangles are equiangular} \\\\ \therefore \quad \angle O A B=\angle O D C \\\\\text{But, these are alternate angles.} \\\\\therefore \quad A B \| C D

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Gaurav

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