Question

Given: SV II TU and SVX=UTX
Prove: VUTS is a parallelogram
https://www.connexus.com/content/media/456845-1312011-85026-AM-1782080347.png

Statement | Reason
1. SVX=UTX |5. Given
2. |6. Given
3. |7.
4.VUTS is a parallelogram |8.

Answer 1

Please help

Answer 2

i cant see the pic its shoeing error

Answer 3

one sec

Answer 4

Does that help?

Answer 5

well i think some thing is misssing

Answer 6

2. |6. Given

something given but is not in your drawing

Answer 7

i did that wrong one sec

Answer 8

2. SV II TU

Answer 9

yes that should be \(no~2.\)

Answer 10

ok, so what about 3, 7, and 8?

Answer 11

It have to be proven in 4 steps

Answer 12

you there?

Answer 13

are there options

Answer 14

no

Answer 15

are u sure is any other information missing like sides given equal

Answer 16

yes im sure

Answer 17

it just says complete the two-column proof.

Answer 18

One of the given says SVX is congruent to UTX.Thats at the top when I first posted. So that what mean that they the triangles are congruent

Answer 19

ok i think

3. should be
\(\angle TUS =\angle VSU\)

REASON parallel lines

BUT M NOT SURE

Answer 20

is that alternate interior angles theorem?

Answer 21

yes that one i think i should be right

Answer 22

http://www.wyzant.com/resources/lessons/math/geometry/quadrilaterals/proving_parallelograms