Given a straight line A and B, O is the intersection point, one of the angles is 17 °. Find the rest of the corners?

For the convenience of notation, we call line A line AC, line B – BD. Let this angle be AOD = 17, the angles AOD and BOC are vertical by definition => AOD = BOC = 17. Angles SOA and AOD- adjacent => SOA = 180-AOD = 163. Similar to the angles AOD and VOS, the angles SOA and VOD are vertical => they are equal.



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