Answer:CPCTC stands for "corresponding parts of congruent triangles are congruent." This means that, if any two triangles are proven by any method to be congruent, then all corresponding parts of the triangles (eg angles, lengths, areas) are also congruent. This theorem can also be extended to CPCFC (congruent parts of congruent figures are congruent) to be used with any two polygons or polyhedrons (3D shapes).
Step-by-step explanation:
CK-12 Creating Congruence Statements. Guided Practice. 1. If △ABC. ∼. = △DEF, what else do you know? 2. ... L, B. ∼. = M, and C. ∼. = N. Lastly, we need to make sure these are corresponding parts. To do this, check to see if the ... If all three pairs of angles for two given triangles are congruent does that mean that the triangles are congruent? ... Concept, you'll be able to use the Side-Angle-
