Grafik ve Rasyonel Eşitsizlik Çözümü

Buna göre,

$$\frac{f(x-3)}{16 - x^2} \le 0$$

eşitsizliğinin çözüm kümesi aşağıdakilerden hangisidir?

A) $(-4, 1]$

B) $[-4, 1] \cup (7, \infty)$

C) $(-4, 1] \cup [7, \infty)$

D) $(-\infty, -4) \cup [1, 7]$

E) $(1, 4) \cup [7, \infty)$

Soruda görsel içerik var: A Cartesian coordinate system showing the graph of a continuous function f(x). The graph crosses the x-axis at three points: x = -2, x = 1, and x = 4. The curve is above the x-axis between -2 and 1, and also for x > 4. It is below the x-axis for x < -2 and between 1 and 4. The y-axis intersection is positive. The line is labeled 'f' at its right end. Below the graph, there is a mathematical expression and text in Turkish.