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@Christopher1448
Verrtical Angle Theorem states that two angles that are vertical from each other and are created from intersecting lines are congruent. So `angle C is congruent to angle C`. Due to the fact they are across from each other the triangles will most likely be mirror images of themselves. So angle B is congruent to angle E, and side BC is congruent to side CE.
So the answer is Congruent
So we determined the Angle then Side and then Angle. This is due to the fact that the side lies inbetween the proven angles. So we solved this with ASA so they are congruent.
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