Question

What additional information would you need to prove that ΔABC ≅ ΔDEF by SAS?

Triangle ABC is drawn with a single hash mark between A and B and triangle DEF is marked with a single hash mark between D and E. Angle B and angle E are marked congruent.

segment AC ≅ segment EF

segment BC ≅ segment FE

segment AC ≅ segment FE

segment BC ≅ segment EF

(Adding the picture)

Answer 1

idk but hold on @undeadknight26

Answer 2

I would honestly say D. Not 100% sure though sorry.

Answer 3

can you tell me why??

Answer 4

bc is the same line as ef

Answer 5

Okay! Do you mind helping with a couple more?

Answer 6

If triangle ABC is congruent to triangle DEF, what would be the coordinate of F?

Triangle ABC is shown. For triangle ABC, A is at 1, 0, B is at negative 1, 2, C is at 2, 3. Two other coordinates are shown. D is at 5, 0, E is at 3, 2.

(6,3)

(7,3)

(6,4)

(7,4)

Answer 7

I would say A because the figure is being pushed right 4 units. Since it is being pushed right the x would change and not the y. So it would be (6,3).

Answer 8

thank you that makes sense. 2 more?

Answer 9

Triangle CAT is transformed using a translation:

Triangle CAT is shown. C is at 0, 0, A is at negative 2, 1, T is at negative 1, 4.

Which could be coordinates of C'A'T' after the translation?

C=(0,0), A=(2,1), T=(1,4)

C=(2,0), A=(0,1), T=(1,4)

C=(0,0), A=(-1,-2), T=(-4,-1)

C=(-2,0), A=(-1,0), T=(-4,1)

Answer 10

I would say A...

Answer 11

Given: ΔABC ≅ ΔFDE

What is the length of Segment line DE rounded to the nearest tenth?

3.2

4.2

2.2

3.6

Answer 12

the top is triangle then ABC then an = with a ~ on top then a triangle and FDE

Answer 13

No idea on this one mate.

Answer 14

ok