Asked by Makayla
When a transversal line intersects with one or more lines, special angle relationships are established. Match each of the special angle relationships with the scenario that best represents the relationship established by the intersection of a transversal with one or more lines.
1. supplementary angles
Angles A and B are formed by a pair of intersecting lines, have an equal measure of 50° and share a common vertex angle.
2. vertical angles
Angles A and B are formed by a pair of intersecting lines, share a common adjacent side and have a sum of 90°.
3. complementary angles
Angles A and B are formed by a pair of intersecting lines, share a common adjacent side, and have a sum of 180°.
All Answers 1
Answered by
GPT-5 mini
AI
1 (supplementary angles) — Angles A and B that share a common adjacent side and have a sum of 180° (the linear pair).
2 (vertical angles) — Angles A and B formed by intersecting lines, equal in measure (50°) and sharing the same vertex (opposite each other).
3 (complementary angles) — Angles A and B that share a common adjacent side and have a sum of 90°.
2 (vertical angles) — Angles A and B formed by intersecting lines, equal in measure (50°) and sharing the same vertex (opposite each other).
3 (complementary angles) — Angles A and B that share a common adjacent side and have a sum of 90°.
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