Answer
$(-\infty,-1)U[0,1)U[2,\infty)$
Work Step by Step
Step 1. Identify boundary points (zeros and asymptotes) as $x=-1,0,1,2$ which divide the x-axis into five intervals $(-\infty,-1),(-1,0],[0,1),(1,2],[2,\infty)$
Step 2. Choose test values in each interval $x=-2,-0.5,0.5,1.5,3$ and test the inequality to get $True,\ False,\ True,\ False,\ True$
Step 3. Thus the solution intervals are $(-\infty,-1)U[0,1)U[2,\infty)$
