Question

8

Answer 1

Answer:

See Explanation

Step-by-step explanation:

Given

$\triangle ABC = \triangle DE F$

Required

Which would not prove the similarity

$\triangle ABC = \triangle DE F$  implies that:

The following angles are congruent

$\angle A = \angle D$

$\angle B =\angle E$

$\angle C =\angle F$

And the following lengths are congruent

$AB = DE$

$BC =EF$

$CA = FD$

The options are not clear; so, it's a bit difficult to select the correct option.

Any of the options that is different from the above list of 6 congruent pairs is the answer to your question.