Question

https://gyazo.com/ea8994cb90223d3256168bb931785e25

Answers: https://gyazo.com/d893483a989c86632ef00f922795b2a7

https://gyazo.com/3d845260862261db7006bf7dab835e04

Answer 1

these are all different links btw ^

Answer 2

@3mar

Answer 3

Well, I am here.

Answer 4

hey :^)

Answer 5

one by one
ok?

Answer 6

kk

Answer 7

i hate these graphs

Answer 8

WHy, man!

Answer 9

idk lol

Answer 10

so I know?

Answer 11

false

Answer 12

Where are you stuck?

Answer 13

i havent even started

Answer 14

so let's start

Answer 15

ok

Answer 16

1 min

Answer 17

To deal with such problems, firstly treat the inequality as an equation with = sign. Then represent it on the graph and test the areas on its sides; which one is matches the < or > signs of the original inequality.

Answer 18

um ok

Answer 19

.-.

Answer 20

So what is the equation of the first inequality ?

Answer 21

y = -3x -2

Answer 22

what straight line represent it?
the solid or the dotted?

Answer 23

Easy man!

Answer 24

\[\le or \ge solid \rightarrow < or > dotted\]

Answer 25

Jamal?

Answer 26

I'm sorry

Answer 27

the dotted
because theres no _ under it

Answer 28

hope it is ok
Thank you for the medal!

Answer 29

Are you fine?

Answer 30

Can you proceed?

Answer 31

yes

Answer 32

idk how but im here now

Answer 33

Ok

Answer 34

For the first equation:\[y=-3x-2\]
and it is represented by dotted straight line because the sign < in its original inequality

Answer 35

okay

Answer 36

For the second equation:
\[y=x-2\]
and it is represented by solid straight line because the sign \[\le\] in its original inequality.

Answer 37

Is it fine until here?

Answer 38

yes

Answer 39

Are you busy?

Answer 40

yes

Answer 41

ill try to respond faster

Answer 42

Ok. Never mind.

Answer 43

huh

Answer 44

are you there?

Answer 45

Well, I am here.

Answer 46

2 min please

Answer 47

ok

Answer 48

hey

Answer 49

Sorry! It is an emergency call.

Answer 50

oh are you ok?

Answer 51

not really

Answer 52

sorry

Answer 53

should i have someone else help?

Answer 54

Sorry for being late! It was an emergency call.

Answer 55

This pic would help you to determine which area matches the solution!
Thank you for the medal!

Answer 56

So your correct answer will be this.