20º Solution: Let, AB, CD and EF intersect at O $\angle\text{COB}=\angle\text{AOD}$ (Vertically opposite angle) $\angle\text{AOD}=3\text{x}+10\text{ (i)}$ $\angle\text{AOE}+\angle\text{AOD}+\angle\text{DOF}=180^\circ$ (Linear pair) x + 3x + 10º + 90º = 180º 4x + 100º = 180º 4x = 80º x = 20º.
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