Question

Which graph represents the solutions to the inequality |3x − 6| > 3?

Answer 1

A

Answer 2

B

Answer 3

C

Answer 4

D

Answer 5

|3x-6| = 3|x-2| Okay, it must be centered on x = 2

">" -- Okay, keep those circles open.

Are we done?

Answer 6

Hm i think so. which one is that exactly?

Answer 7

You tell me. You must have this tiny amount of confidence. I can't give it to you.

|3x - 6| > 3

3|x - 2| > 3

|x-2| > 1

+/- 1 from that center of x = 2.

Answer 8

see the graphs
they are from 1 and 3

Answer 9

^ wait what do u mean

Answer 10

I saw them. Did you? Which one has these properties:

1) Centered on x = 2
2) +/- 1 from 2, making it from 1 to 3.
3) Includes NEITHER endpoint.

Look at them and decide which has ALL THREE of these characteristics.

Answer 11

take a look
http://www.wolframalpha.com/input/?i=+ |3x+%E2%88%92+6|+%3E+3