1. The problem asks which value is an output of the function given the table of values for $x$ and $f(x)$. 2. Recall that the output of a function is the value of $f(x)$ corresponding to an input $x$. 3. From the table, the outputs (values of $f(x)$) are 8, 3, -5, -2, and 12. 4. The multiple-choice options are -6, -2, 4, and 7. 5. Check which of these options appear as outputs in the table: - -6 is not an output (it is an input $x$ value). - -2 is an output (corresponding to $x=3$). - 4 is not an output (it is an input $x$ value). - 7 is not an output (it is an input $x$ value). 6. Therefore, the value that is an output of the function is **-2**.