if triangle abc is similar to triangle def which of the following ratios represents the corresponding side lengths
The corresponding side lengths of similar triangles can be represented by ratios. These ratios are consistent for all corresponding sides.
Let's say triangle ABC has side lengths AB, BC, and AC, while triangle DEF has corresponding side lengths DE, EF, and DF.
The ratio of the lengths of the corresponding sides of similar triangles ABC to DEF can be represented as:
AB/DE = BC/EF = AC/DF
So, the correct answer is:
AB/DE, BC/EF, AC/DF