Question

Solve and graph the absolute value inequality: |2x + 4| > 8.
number line with open circles on negative 6 and 2, shading in between.
number line with closed circles on negative 6 and 2, shading going in the opposite directions.
number line with open circles on negative 6 and 2, shading going in the opposite directions.
number line with open circles on negative 2 and 2, shading going in the opposite directions.

Answer 1

@some.random.cool.kid

Answer 2

@KrazyKitty

Answer 3

@callielovesyhuu

Answer 4

@Mikaella.Gabriella

Answer 5

@brooke..help00

Answer 6

Since it is in absolute you would have an outcome of a negative and a positive so we have 2 equations....

\(\huge\bf{2x+4>8}\)

\(\huge\bf{2x+4>-8}\)

Simplify them both.

Answer 7

2x>4
2x>-12

Answer 8

than divide 2 on each side

Answer 9

Nice :)

Answer 10

x=2
x=-6

Answer 11

Correct partially the signs must stay so we have...

\(\huge\bf{x>2}\)

\(\huge\bf{x<-6}\)

Answer 12

ok so its either A or C

Answer 13

Yup :)

Since x is greater than 2 the shaded region would go away to the right of 2 so it would go from 2 and on...

Since x is less than -6 the shaded region would go away to the left of -6....

So with this said our answer would be what?

Answer 14

C?

Answer 15

Yea :)

Answer 16

At the top as always!

Answer 17

Thank you @3mar :)

Answer 18

Thanks guys umm i have 4 more that i need help with

Answer 19

With my pleasure!

Answer 20

If you have anymore firechild then it be best to post in new thread to not crowd this one :)

Answer 21

@firechild17
You are in good hands with 563blackghost

Answer 22

ok @563blackghost

Answer 23

:) @3mar