Question

|x+2|<8

Answer 1

x<6

Answer 2

:)

Answer 3

are u sure J?

Answer 4

-10 < x < 6

Answer 5

I'm pretty sure I think.

Well I see it as you can not do anything in the absolute value. It becomes what is in there

x+2<8 treat the < sign as if it were an = sign

suntract 2 And then x<6

Answer 6

Or am I thinking of a different function?

Answer 7

Yes I looked it up on maythway it is the answer :)

Answer 8

|x+2|<8
-8<x+2<8
-10<x<6
interval notation (-10,6)

Answer 9

I dont understand how I am wrong? Why do you

Answer 10

the interpretation of |x+2|<8 is all the x-values that are within 8 units of -2.
So -2-8=-10 and -2+8=6. See the drawing