Question

Solve the compound inequality.
3x>3 or 5x<2x-3

Answer 1

$5x\ \textless \ 2x-3$ 

$5x-2x\ \textless \ -3$  $Subtract \ 2x \ from \ both \ sides$ 

$3x\ \textless \ -3$ 

$x\ \textless \ - \dfrac{3}{3}$ $Divide \ both \ sides \ by \ 3$

$x<-1$