Corresponding Angles
same side of the transversal; same side of the respective parallel line.
Corresponding angles are a set of angles that are in the same relative position, but are located at different intersections. Specifically, corresponding angles are the angles that are in the same relative positions when two parallel lines are crossed by a transversal.
In other words, they are pairs of angles formed by a transversal cutting through two parallel lines, where the angles are located in corresponding positions. For example, if one angle is located in the upper left corner of an intersection, its corresponding angle on the other line will also be located in the upper left corner of its intersection.
Corresponding angles are always congruent if the two intersecting lines are parallel. This means they have the same measure of degree.
When solving problems involving corresponding angles, it is important to recognize the relationship between corresponding angles and parallel lines. Using this knowledge, you can identify equal angles and use them to solve for unknown angles.
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