segment ab is congruent to segment ab. this statement shows the ______ property. reflexive symmetric…

segment ab is congruent to segment ab. this statement shows the ______ property. reflexive symmetric transitive substitution

segment ab is congruent to segment ab. this statement shows the ______ property. reflexive symmetric transitive substitution

Answer

Brief Explanations:

The reflexive property states that any geometric figure is congruent (or equal) to itself. Here, segment AB is congruent to itself, which is an example of the reflexive property. The symmetric property is about if A = B then B = A, the transitive property is about if A = B and B = C then A = C, and the substitution property is about replacing one equal - valued quantity with another.

Answer:

reflexive