At a point , three distinct rays and are drawn such that and . (i) Prove that rays…

MATHEMATICS · Subjective · CBSE · Mathematics · Lines and Angles · Lines and Angles

Problem

At a point OO, three distinct rays OA,OB,OA, OB, and OCOC are drawn such that ∠AOB=110∘\angle AOB=110^{\circ} and ∠BOC=70∘\angle BOC=70^{\circ}. (i) Prove that rays OAOA and OCOC are collinear. (ii) If ODOD is the ray opposite to OBOB, calculate the measure of ∠COD\angle COD.

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