corresponding angles: 7 and 3
alternate exterior angles: 12 and 5
alternate interior angles: 2 and 11
vertical angles: 7 and 6
The selection of angle pairs that represent each angle should be shown below.
corresponding angles: 7 and 3 = In this, the pairs of angles should be found in a similar position on various intersections.
alternate exterior angles: 12 and 5 = This should be said when two angles lie on the inverse sides of the transversal and should be placed on two distinct lines.
alternate interior angles: 2 and 11 = In this, angles are created at the time when a transversal intersects two coplanar lines.
vertical angles: 7 and 6 = It is the pair of opposite angles created by intersecting lines
in this way, it should be chosen or selected.
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