Question

Which statement is an example of the symmetric property of congruence?

a) If ( triangle AKLM cong triangle APQR ), then ( triangle APQR cong triangle ASTU ).
b) ( triangle AKLM = triangle T )
c) If ( triangle AKLM = triangle APQR ), then ( triangle APQR = triangle AKLM ).
d) If ( triangle AKLM = triangle APQR ) and ( triangle APQR = triangle ASTU ), then ( triangle AKLM = triangle ASTU ).

Answer 1

The symmetric property of congruence states that if two geometric figures are congruent, then the order in which the figures are stated can be reversed.

Step-by-step explanation:

The symmetric property of congruence states that if two geometric figures are congruent, then the order in which the figures are stated can be reversed. This means that if triangle AKLM is congruent to triangle APQR, then triangle APQR is also congruent to triangle AKLM.

Therefore, the example of the symmetric property of congruence is option c) If (triangle AKLM = triangle APQR), then (triangle APQR = triangle AKLM).