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2. David wants to justify that LB as LD, LF as LC, and BC . DF are sufficient to show that the triangles are congruent. Select words, phrases or equations to complete David's justification, C [B' Select words, phrases, and fill-in the blanks to complete David's justification. By translating AABC so that B maps to B', then B' coincides with The outcome of reflecting AA'B'C' is that C' coincides with T MO , and A' coincides with TI MO Because equivalence of transformations the definition of non-rigid transformations preserves distances and angles, then rigid transformations triangle AABC is congruent to triangle Therefore, LB ~ LD, LF ~ LC, and BC ~ DF