Question

Can someone help with Algebra 1 questions?!?!

Answer 1

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

Answer 2

\(\large |3x - 6| > 3\to
\begin{cases}
+(3x-6)>3\to 3x-6>3\to &x>\square? \\
-(3x-6)>3\to 3x-6<3\to &x<\square ?
\end{cases}\)

Answer 3

hmmm

Answer 4

\(\large |3x - 6| > 3\to
\begin{cases}
+(3x-6)>3\to 3x-6>3\to &x>\square? \\
-(3x-6)>3\to 3x-6<-3\to &x<\square ?
\end{cases}\)

keep in mind that, absolute values involve 2 scenarios, thus

Answer 5

Okay, so would it be the second graph?

Answer 6

@jdoe0001

Answer 7

hmmm what did you get for each scenario?

Answer 8

x>3 and x<1. Is that what you mean?

Answer 9

yeap, thus the dots are "open" because it doesn't include either 1 or 3

Answer 10

so it'd be the 1st graph

Answer 11

Yeah, that was my second option. Thank you!