Question

When written in the correct order, the two-column proof below describes the statements and reasons for proving that corresponding angles are congruent: the picture and reasons are in the pictures. answer choices : Which is the most logical order of statements and reasons I, II, and III to complete the proof?
II, I, III

II, III, I

III, I, II

III, II, I

Answer 1

@dan815 @mathmath333 @freckles

Answer 2

@triciaal

Answer 3

@phi @amistre64

Answer 4

i simply do not do 2 column proofs. i can never recall the proper terminology to work them 'correctly'

Answer 5

@amistre64 oh...well thanks for letting me know anyways :)

Answer 6

good luck with it :) im just not the person suited for them

Answer 7

@amistre64 lol thanks, ill need it im too much of a prorastinator XD

Answer 8

@phi @zepdrix @Zarkon

Answer 9

@kropot72 @skullpatrol @Zale101 @KendrickLamar2014

Answer 10

@Jaynator495 @sleepyhead314

Answer 11

Wait, so you are trying to figure out what order they are supposed to be presented?

Answer 12

@Hulk_Smash yeah

Answer 13

that is weird, I had no clue there was an order, just that you start with the given and end up with the proof. What are they teaching you?!?!

Answer 14

@Hulk_Smash i honestly have no idea at the moment XD

Answer 15

XD

Answer 16

@Hulk_Smash lol geometry made sense up to now XD

Answer 17

ikr

Answer 18

@jim_thompson5910

Answer 19

@IrishBoy123 @hhelpplzzzz

Answer 20

i THINK its C but im not sure its just a hunch

Answer 21

let me check

Answer 22

@jim_thompson5910 thank you so much jim, ive been stuck on this all day :3

Answer 23

In line 5, we have \(\Large m \angle \text{SQV} + m \angle \text{VQT} = 180^{\circ}\)
In line 8, we have \(\Large m \angle \text{VQT} + m \angle \text{ZRS} = 180^{\circ}\)

Use the substitution property to get line 7 \(\Large m \angle \text{SQV} + m \angle \text{VQT} = m \angle \text{VQT} + m \angle \text{ZRS}\)

So this means that III comes before II

Then after that comes III which basically has you subtract \(\Large m \angle \text{VQT}\) from both sides of II

So the proper order should be III, II, I

Answer 24

thank you so much!~