Question

Which of the following inequalities matches the graph?

-6x + y < 3

6x + y < 3

6x - y < -3

The correct inequality is not listed

I chose The correct inequality is not listed
Am I right? :)

Answer 1

its c

Answer 2

Yes

Answer 3

Which one is it??? C, or D?

Answer 4

It can't be c.

y = 6x + 3 implies going to 3, okay, that's fine. Now we go up 6 and over one, but WAIT, the line is on 1/2 not 1

Answer 5

Okay thank you! :)

Answer 6

It was c... :(

Answer 7

its c dude trust me the slope of the line is 6 in the positive and negative direction

Answer 8

Too late, I already submitted my test and that was the only question I missed...

Answer 9

Thank you though :)

Answer 10

no problem that guy is an idiot

Answer 11

IMPOSSIBLE. I just plugged it in the graphing equation and got a different answer.

Answer 12

Reported for flame.

Answer 13

ur here to help people and u gave them the wrong answer nice going bud

Answer 14

The graph is not drawn to scale.

Answer 15

c = y > 6x + 3

Answer 16

That is not the case.

Answer 17

6x - y < -3
-y < -3 - 6x

divide all terms by "-"

y > 6x + 3

your graph does start at 3...but is is NOT greater than

Answer 18

so C cannot be correct

Answer 19

Because we don't go over by 1 because 6x = 6 up and over one, however, we go over 0.5

Answer 20

Exactly, John

Answer 21

So we're left with B.

Answer 22

the graph is positive since the slop is positive look at the shading its above the line meaning y is greater than the equation u guys r wrong

Answer 23

The slope is negative as it is not increasing.

Answer 24

wtf r u talking about the slope is up 6??? the shading is above the line not below it