Answer:
A. x ≤ [tex]-\frac{19}{13}[/tex]
Step-by-step explanation:
-9x + 2 > 18 or 13x + 15 ≤ -4
-9x > 16 or 13x ≤ -19
x > [tex]-\frac{16}{9}[/tex] or x ≤ [tex]-\frac{19}{13}[/tex]
From the choices given, only x ≤ [tex]-\frac{19}{13}[/tex] proves to be correct answer.
