Question

suppose you draw a different transversal that intersects the same two parallel lines. do you think the angle relationships you discovered will still be true? yes no

Explanation:

The angle relationships (such as corresponding angles, alternate - interior angles, vertical angles, and consecutive - interior angles) are determined by the parallel lines and the transversal. These relationships are based on geometric theorems (e.g., the Corresponding Angles Postulate, Alternate - Interior Angles Theorem). Since the two lines are still parallel, these theorems hold regardless of the specific transversal (as long as it is a transversal intersecting the two parallel lines).

Answer:

yes