1. The first problem asks to find the integer function value $f(-4)$ from the graph of the function $y=f(x)$. 2. The graph is a downward-opening parabola passing through points near $(-5,-50)$ and vertex near $(2,4)$. 3. To find $f(-4)$, locate $x=-4$ on the x-axis and read the corresponding $y$ value on the graph. 4. From the description, the parabola rises steeply from $x=-5$ to $x=2$, so at $x=-4$ the $y$ value is close to $-32$ (estimated from the shape and points). 5. Therefore, the integer function value is $f(-4) = -32$. Final answer: $$f(-4) = -32$$