"The quadrilaterals have four pairs of congruent corresponding angles, so the figures are similar." What error did Konnor make in his conclusion? Choose 1 answer: (A) The quadrilaterals are congruent, not similar. (B) It's impossible to map STUV onto WXYZ using only rigid transformations and dilations, so the figures are not similar.

Konnor made an error in his conclusion by assuming that having four pairs of congruent corresponding angles is sufficient to declare the quadrilaterals similar. However, similarity between figures requires not only that all corresponding angles are congruent but also that the corresponding sides are in proportion. **Correct Answer:** **(B) It's impossible to map STUV onto WXYZ using only rigid transformations and dilations, so the figures are not similar.** This option correctly identifies that similarity requires more than just angle congruence; it also requires that the sides are proportional, which Konnor did not verify. Therefore, his conclusion that the quadrilaterals are similar is incorrect because the necessary condition of proportional sides was not met.