Question

Help check this quickly!

Answer 1

http://prnt.sc/cywdqi

Answer 2

Sorry just screenshot it

Answer 3

@Mehek14 please help!

Answer 4

You can make it right by similarity postulate AA

Answer 5

I mixed up between u and other question. My mistake your explanation about AA similarity is accurate

Answer 6

oh! wait look at this....it is from my lesson

Answer 7

one second:)

Answer 8

http://prnt.sc/cywk4v

Answer 9

Is this more clear? Yes, triangle ABC is similar to triangle APQ. The triangles have two congruent angles; so, triangle ABC is similar to triangle APQ by the AA criterion.

Answer 10

Yeah. But it'd be better to mention what angles are congruent ti each other which makes it more accurate that you understand how the AA postulate of similarity goes

Answer 11

And B and C are correct.

Answer 12

So all you need to do is name the congruent angles with their corresponding

Answer 13

wait...what i had before explained the congruent angles (part a)

Answer 14

This explanation is better just add the part of where you mentioned the congruent angles from part A and you'll be good

Answer 15

Like this?

Angle APQ is congruent to angle ABC since PQ and BC are parallel lines that are cut by a transversal, AB. The corresponding angles (ABC and APQ) are congruent. This means angle APQ is also congruent to angle ABC since PQ and BC are parallel lines cut by a transversal AC. The triangles have two congruent angles; so, triangle ABC is similar to triangle APQ by the AA criterion.

Answer 16

Great work

Answer 17

thanks! lol all i did was take away the first sentence that sort of repeated itself

Answer 18

Lol. Still good work. Just needed to point out at similaritypostulate AA

Answer 19

yep! thanks again!

Answer 20

You welcome