Question

what is lx-3l> 2?

Answer 1

when:
x-3>2 or x-3<-2

Answer 2

You need to solve for both -2 and 2 since you are taking the absolute value on the left:
\[x-3>2\]
\[x>5\]

\[x-3>-2\]
\[x>1\]

Answer 3

@ Osirisis it should be x<1