Question

What is the correct order & spots for the right side?
http://gyazo.com/ccada775b5e65e6e1a068c1a9f8d64de

Answer 1

fill first row wid whats Given

Answer 2

Right, okay :O So then it's 2+5=180
3 and 5 are supplementary
3+5=180
2=3
line l || line m?

Answer 3

nope, lets do it row by row
instead of column by column

Answer 4

<2 and <5 are supplementary Given

Answer 5

thats first row

Answer 6

Then it's <2+<5=180 Definition of Supplementary angles

Answer 7

<2 and <5 are supplementary Given
<2 + <5 = 180 Definitionof supplementary angles

Answer 8

Yes, first two rows

Answer 9

<3 and <5 are supplementary Converse of Same-Side itnerior angles theorem

Answer 10

<2 and <5 are supplementary Given
<2 + <5 = 180 Definitionof supplementary angles
<2 \(\cong\) <3 Vertical Angle theorem

Answer 11

first 3 rows

Answer 12

<2 and <5 are supplementary Given
<2 + <5 = 180 Definitionof supplementary angles
<2 \(\cong\) <3 Vertical Angle theorem
<3 + <5 = 180 By substitution

Answer 13

<2 and <5 are supplementary Given
<2 + <5 = 180 Definitionof supplementary angles
<2 \(\cong\) <3 Vertical Angle theorem
<3 + <5 = 180 By substitution
<3 and <5 are supplementary Definition of supplementary angles

Answer 14

<2 and <5 are supplementary Given
<2 + <5 = 180 Definitionof supplementary angles
<2 \(\cong\) <3 Vertical Angle theorem
<3 + <5 = 180 By substitution
<3 and <5 are supplementary Definition of supplementary angles
line \(l\) || line \(m\) Converse of Same side interior angles theorem

Answer 15

How would I make this into a flow chart? o.O I've never made one for a proof

Answer 16

u just need to unscrambele the statemetns in the table

Answer 17

u can drag them and move them... try

Answer 18

its flvs right ?

Answer 19

Yes:O and I already did haha. How in the world do you know that you can drag them?

Answer 20

i worked this wid few folks before :)
im familiar wid flvs lol