Answer:
The correct answer for the missing reason for the seventh statement in James’ proof of the similarity of triangles is:
D. Transitive property of similarity
This property states that if two triangles are each similar to a third triangle, then they are similar to each other. It’s a logical conclusion that follows from the definition of similarity, which is based on corresponding angles being congruent and the sides being in proportion. The AAAA postulate does not exist, CPCTC is used in congruence proofs, not similarity proofs, and not all right triangles are similar to each other—they must have corresponding angles and sides in proportion.
Step-by-step explanation: