Question

someone help me. attachment below

Answer 1

@ivettef365

Answer 2

do you know what is the definition of alternate interior angles ?

Answer 3

yes kinda of

Answer 4

its when the angles are on the opposite side of the transversal @ivettef365

Answer 5

ok, so what is the first pargraph saying

Answer 6

that the angles are alternate interior angles

Answer 7

are those angles on the opposite side of the transversal ?

Answer 8

yes

Answer 9

ok that is true

Answer 10

you already checked the second paragraph and is correct

Answer 11

okay good

Answer 12

i dont know about the third one

Answer 13

corresponding angle theorem

Answer 14

it is if the two parallel lines are cut by a transversal then the pairs of corresponding angles are congruent

Answer 15

yes but the angles they are showing are one next to each other, so those are not corresponding angles

Answer 16

nope they're not

Answer 17

what about 4th one

Answer 18

ok what is the definition of a parallelogram?

Answer 19

a four-sided plane rectilinear figure with opposite sides parallel.

Answer 20

and opposite sides are equal in length

Answer 21

true

Answer 22

correct

Answer 23

i think this one is true

Answer 24

given is the information the provide you when they are asking you a question

Answer 25

the statement is true

Answer 26

I see that WZ and XY shows that are congruent by the one line on marked on both lines

Answer 27

yes but they're are no congruent lines on WX and ZY

Answer 28

why not?

Answer 29

because they're not congruent

Answer 30

check this website so you can see the properties of a parallelogram
https://www.mathsisfun.com/definitions/parallelogram.html

Answer 31

Side-Angle-Side

Answer 32

its is true. because they sides are all the same measure

Answer 33

because of the measures of the angles

Answer 34

@ivettef365 we are trying to prove it's a parallelegram .... we can't use it's a parallelongram as a reason to prove it's a parallelogram

Answer 35

is hard to show that prove by writing, don't know how to do a nice drawing like you did

Answer 36

4 is true, but can't be used in the proof.

correct statement for the proof are 1, 2, and 5