which statement is true about the graphed function?\n○ $f(x) < 0$ over the interval $(-\\infty, -4)$\n○…

which statement is true about the graphed function?\n○ $f(x) < 0$ over the interval $(-\\infty, -4)$\n○ $f(x) < 0$ over the interval $(-\\infty, -3)$\n○ $f(x) > 0$ over the interval $(-\\infty, -3)$\n○ $f(x) > 0$ over the interval $(-\\infty, -4)$

which statement is true about the graphed function?\n○ $f(x) < 0$ over the interval $(-\\infty, -4)$\n○ $f(x) < 0$ over the interval $(-\\infty, -3)$\n○ $f(x) > 0$ over the interval $(-\\infty, -3)$\n○ $f(x) > 0$ over the interval $(-\\infty, -4)$

Answer

Answer:

F(x) > 0 over the interval (-∞, -4)

Brief Explanations:

The graph shows the function F(x) is above the x-axis (F(x) > 0) for all x values less than -4. For x < -4, the function's graph lies in the upper half-plane relative to the x-axis, so F(x) > 0 over (-∞, -4). The other intervals either include x-values where F(x) ≤ 0 or misstate the sign.