1. The problem is to find the domain of the function $f(x)$ given the table and graph description. 2. From the table, $f(x)$ is undefined for $x = -5, -4, -3, -2$ and defined starting at $x = -1$ with $f(-1) = 0$. 3. The graph confirms this, showing the curve starting at $(-1,0)$ with a solid dot, indicating the function is defined at $x = -1$ and for all $x > -1$. 4. Since $f(x)$ is undefined for $x < -1$ and defined for $x \\geq -1$, the domain is all $x$ such that $x \\geq -1$. 5. In interval notation, the domain is $$[-1, \infty)$$. This means the function is defined starting at $-1$ and continues for all larger values of $x$.