Fill in the missing reason for the proof.A) SSS Congruence Theorem B) SSS Similarity Theorem C) AA Similarity Postulate D) SAS Congruence Postulate

Answer: C) AA Similarity Postulate

Step-by-step explanation: Given a triangle ACD.BE || CD.Also we are given Statement and reasons <A = <A <ACD ≅ <ABE<ADC ≅ <AEBWe need to provide ΔABE similar to ΔACD.From the given table of statement and reasons, we can see that three pairs of angles in triangles ΔABE and ΔACD are congruent.Therefore, we can say that ΔABE similar to ΔACD is similar by Angle Angle similarity postulate.Therefore, correct option is C option.C) AA Similarity Postulate