Question

https://imgur.com/a/9uxI4EH

https://i.imgur.com/yth53e9.jpg

Answer 1

@563blackghost @dude

Answer 2

@563blackghost

Answer 3

Sorry bud the links are blocked maybe you can copy paste the images?

Answer 4

Thanks man

Answer 5

thye are congruent because they can be reflected onto its self

Answer 6

ok what else

Answer 7

not sure about the 2nd one to the 1st question

Answer 8

so blank 1 yes

Answer 9

blank 2 is that it can be reflected onto its self

Answer 10

3 AND 4

Answer 11

im not sure about that part @Shadow do you know?

Answer 12

@SmokeyBrown

Answer 13

Sorry about that

Answer 14

Oh, it'd be the Side-Side-Side theorem, right? The two triangles have congruent sides
AD and CD are congruent, because it's given.
BD is shared by the two triangles
AB and BC are congruent because B is stated to be the midpoint of AC

Answer 15

Thank you smokey

Answer 16

ok smoke could you go in order with 1, 2, 3, and 4 if you would please

Answer 17

So, for 1, I'd disagree, because even though AB is congruent with BC and BD is shared, it's not stated that the angle between these two sides is equal for both triangles. I know that it's drawn to look like a right angle, but we can't assume that unless it's represented in the figure. That'd be my explanation for 2.
For 3, the triangles would be congruent by the Side-side-side theorem. And for 4, you can refer to my explanation about the congruent sides

Answer 18

@SmokeyBrown what do i say for 4 exactly

Answer 19

kind of lost me there

Answer 20

@SmokeyBrown

Answer 21

Well, the side-side-side theorem just requires that the two triangles have three sides of equal length. You know this is true.
AD is equal to DC because the problem says so.
BD is equal to BD because they are the same line.
AB is equal to BC because point B is the midpoint of segment AC; in other words, it splits the segment equally in half.
So, there you have your lines of equal length.