Question

-(absolute value 2x-3) <-4 solve for the inequality

Answer 1

Start by multiplying by -1 and change the direction of the inequality. Then use the property that:
\[|a| > b \implies \begin{array}{ccc} a > b & \text{or} & a < -b \end{array}\]

Answer 2

abs(2x-3) > 4
either 2x-3 > 4
or 2x-3 < -4

Answer 3

Yep

Answer 4

I was confused because there was a negative in front of the abs value and I wasn't sure if it changed that