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Given,
∠AOY=∠YOC .....(i)
∠COX=∠XOB .....(ii)
∠XOY = ∠YOC + ∠COX .....(iii)
⇒∠XOY = ∠XOB + ∠AOY ....(iv) (from i and ii)
By adding (iii) and (iv),
2∠XOY = ∠YOC+∠COX+∠XOB+∠AOY
⇒2∠XOY = 180° (∵∠YOC, ∠COX, ∠XOB, ∠AOY are located on same line)
⇒∠XOY = 180° ÷ 2
⇒∠XOY = 90°
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