Fonksiyonun Sürekliliği ve Süreksizliği

1)

Yukarıda $f(x)$ fonksiyonunun grafiği verilmiştir.

Buna göre $f(x)$ fonksiyonunu $(-4, 5)$ aralığında sürekli olduğu ve süreksiz olduğu tam sayı değerlerini bulunuz.

Soruda görsel içerik var: A Cartesian coordinate system showing the graph of a piecewise function f(x). The graph begins at x = -4 with an open circle and ends at x = 5 with an open circle. Key points of interest: At x = 0, there is a jump discontinuity; the limit from the left approaches a negative value (open circle), while the limit from the right and the point itself are at a positive value (closed circle). From x = 0 to x = 1, the function is constant. At x = 1, there is a hole (removable discontinuity) at the constant level, but the function continues as a curve from that point. At x = 3, there is another jump discontinuity; the curve approaches an upper open circle, but the function value is at a lower closed circle, then continues downward as a new curve towards x = 5. Numerical labels on the x-axis are -4, 1, 3, and 5.