0 \\ x>-5 \\ x-4 \geq 2(x+5) \\ x-4 \geq 2x+10 \\ x-2x \geq 14 \\ -x \geq 14 \\ x \leq -14 \\ x>-5\\\\ x+5<0 \\ x<-5 \\ x-4 \leq 2(x+5) \\ x-4 \leq 2x+10 \\ \\ -x \leq -14 \\ x \geq -14 \\ \\ -14 \leq x <-5" alt=" \frac{x-4}{x+5} \geq 2 \\ x+5 \neq 0 \\ x \neq -5 \\x+5>0 \\ x>-5 \\ x-4 \geq 2(x+5) \\ x-4 \geq 2x+10 \\ x-2x \geq 14 \\ -x \geq 14 \\ x \leq -14 \\ x>-5\\\\ x+5<0 \\ x<-5 \\ x-4 \leq 2(x+5) \\ x-4 \leq 2x+10 \\ \\ -x \leq -14 \\ x \geq -14 \\ \\ -14 \leq x <-5" align="absmiddle" class="latex-formula">