Question

Please help!!!

Answer 1

Given A || B.

The value of x is_______
The measure of 1 is ________
The measure of 2 is_______
The measure of 4 is ______
The measure of 5 is ____
The measure of 6 is ____
The measure of 8 is____
Angles 2 and 3 are__ angles.

Answer 2

ill give a metal and become fan

Answer 3

If A||B, then \(\angle1 \cong \angle 3 \cong \angle 4 \cong 4x+5\)

If A||B, then \(\angle6 \cong \angle 5 \cong \angle 2 \cong 3x+7\)

There are many more relationships.

Answer 4

I dont get it

Answer 5

Just do one at a time. Ponder why \(\angle\cong\angle 3\).

Answer 6

i know
how to do that but i just cant figure out how to do the formula

Answer 7

What formula? There are MANY relationships with parallel lines cut by a transversal.

What is the relationship of \(\angle 2\;and\;\angle 3\)?

Answer 8

they are the same as...uggggg i dont know

Answer 9

Just \(\angle 2\;and\;\angle 3\). You MUST see it. (Hint: Vertical Angles?)

Answer 10

well...they are not congruent for sure.....

Answer 11

Okay, now use the hint.

Answer 12

um.....i cant see how they are related......I know 2 is equal to 3x+7 and 3 is equal to 4x+5.......

Answer 13

Why do you not know what Vertical Angles are?
How about Supplementary Angles? What are those?

Answer 14

if they were vertical wouldnt they be congruent?

Answer 15

That's the way! Very good. Just searching for definitions.

Okay, how about "Supplementary Angles"? And what's the difference between these and a "Linear Pair"?

Answer 16

i have to go...do you mind if we finish tomorrow?

Answer 17

Come armed with the definition of a "Linear Pair".

Answer 18

??????

Answer 19

I NEED HELP ASAP