Complete the statement about the transformation.

Point F' corresponds to

point D.
point E'.
point F.
point E.

Question

contestada

Respuesta :

chisnau chisnau · Answer 1 · 2018-10-12T19:02:54+02:00

According to the given figure, the point F' corresponds to point F.

Explanation:

Let DEF be figure 1

Let D'E'F' be figure 2

Here, DEF is exactly equal to D'E'F' as it is the same figure but is a reflected image or mirror image.

This is why all the point in figure 1 corresponds to figure 2 completely.

Answer Link

JeanaShupp JeanaShupp · Answer 2 · 2018-11-12T09:20:03+01:00

Answer :- Point F' corresponds to point F.

Explanation :-

Given : Two isosceles triangles ΔFDE and ΔF'D'E', whose corresponding angles and side lengths are equal such that

∠F'=∠F=90°.....(1)

DF=D'F'

and EF=E'F'

⇒ ΔFDE ≅ ΔF'D'E' [by SAS postulate]

We know that corresponding parts of two congruent triangles are equal.

Thus Point F' corresponds to point F. .............. (from (1))

Therefore"point F." complete the given statement.