Given Angle-Angle-Side
Given: Two angles and one side, where the side is not between the two angles
Does knowing only this constitute sufficient evidence to prove the triangles congruent? If so, explain how/why with respect to the transformations and/or triangle congruence theorems you've previously learned. If not, clearly explain why not.
The point that is in purple can be moved to change the measurement of the angles in both figures.
How is ASA different from AAS?