Describe the function shown in Figure 60.

Figure 60

The function in Figure 60 appears to be a piecewise function, possibly representing an absolute value function or a similar shape. For $$x < -2$$, the function is constant at $$y = 5$$. At $$x = -2$$, the function reaches a minimum value of $$y = 0$$. From $$x = -2$$ to $$x = 0$$, the function increases linearly. At $$x = 0$$, the function reaches a local maximum of $$y = 1$$. From $$x = 0$$ to $$x = 1$$, the function decreases linearly. At $$x = 1$$, the function reaches a minimum value of $$y = 0$$. From $$x = 1$$ onwards, the function increases linearly. The points at $$x = -2$$ and $$x = 1$$ are marked with open circles, suggesting these points might not be included in these specific segments, but the trend continues. The point at $$x=0, y=1$$ is also marked with an open circle.