Answer:
When two figures are similar or congruent, they share or have some specific properties in common, these specific properties they share in common can be used to prove their similarity or congruence. Once they satisfy the given similarity/congruence criteria, it confirms their similarity/congruence.
It is important to note the given properties given for the two figures to determine which criteria we will apply/use.
Step-by-step explanation:
When two figures are similar or congruent, they share or have some specific properties in common, these specific properties they share in common can be used to prove their similarity or congruence. once they satisfy the given similarity/congruence criteria, it confirms their similarity/congruence.
For example;
SSS congruence of triangle, which states that two similar triangles must have all the three corresponding sides equal for it to be congruent. So, once this criterias are satisfied then the triangles are congruent.
some of the congruence rules are; SSS,SAS,ASA,RHS. also some of the similarity criterias include; SSS,SAS,AA,AAA.
It is important to note the given properties given for the two figures to determine which criteria we will apply/use.