Question

The vertices of triangle ABC on a coordinate grid are A(-1, -1), B(-5, -5), and C(-1, -5). The vertices of triangle AQR are A(-1, -1), Q(-3, -3), and R(-1, -3).

Which proportion can be used as a step in proving that triangle ABC is similar to triangle AQR?
http://learn.flvs.net/webdav/assessment_images/educator_geometry_v14/pool_Geom_3641_0309_19/image0024e24856f.gif

I'm pretty sure the answer is D bc that is the only one that has congruent sides.

Answer 1

@wasiqss

Answer 2

im here :D

Answer 3

yay :) Yeah, I think the answer is D?

Answer 4

well i cant see the image properly :/

Answer 5

Which assessment is this in flvs?

Answer 6

Idk :/ I'm just helping someone.

Answer 7

Can you ask them? I'm in flvs as well so I can look it up

Answer 8

D. http://learn.flvs.net/webdav/assessment_images/educator_geometry_v14/pool_Geom_3641_0309_19/image0014e24856f.gif

Answer 9

@J.L I could I suppose

Answer 10

beccz still cant see :(

Answer 11

urg
okay hold on

Answer 12

okay

Answer 13

Okay what are the choices?

Answer 14

You have to use the distance formula in this question. You find the distance between corresponding vertices

Answer 15

a. AB/QB = 2 √8/8
b. BC/AQ = 4/4√8
c. BC/QR = 4/4
d. AB/AQ = 2√8/√8

Answer 16

c. BC/QR = 4/4

Answer 17

thank you