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In the diagram, lines r and s are parallel to each other and perpendicular to transversal line t. Line w is a transversal to lines r and s. Use properties of special angles, formed by parallel lines, perpendicular lines and their transversals, to describe the relationship between the angles. Choose all of the situations that correctly describe the relationship between the angles. Note: Figure is not drawn to scale.

s || r ; s ⊥ t ; r ⊥ t
line w is a transversal

17 and 14

same side interior angles
alternate interior angles
equal angles
alternate exterior angles
supplementary angles
right angles
corresponding angles
vertical angles
The angles do not share a special relationship.

In the diagram lines r and s are parallel to each other and perpendicular to transversal line t Line w is a transversal to lines r and s Use properties of speci class=

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clarch19

Answer:

they are both right angles

Step-by-step explanation:

they are angles created by their respective lines intersecting with line 't' which is perpendicular, thereby creating 90 degree angles

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