if lines AC & BD Intersect each other at point 'O' Such that Angle AOB : Angle BOC as shown in the figure find Angle COD
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Answer:
Angle COB = 90°
Step-by-step-explanation:-
°•° Angle AOB = angle BOC (given) ......|1|
Now, Angle AOB + angle BOC = 180°
=> Angle AOB + Angle BOC = 180°
=> Angle AOB + Angle AOB = 180° (From 1)
=> 2(Angle AOB) = 2 × 90°
=> Angle AOB = 90° ......|2|
Since, Angle AOB = Angle COD
Therefore, Angle COD = 90° (From 2)
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