Question$$f(x)=-2 x^{2}-8 x-4$$
Does the function have a minimum or maximum value? Minimum Maximum
What is the function's minimum or maximum value? $\square$ Where does the minimum or maximum value occur? $$x=-12$$

Studdy Solution
Verify the given $x$-value for the maximum:
The problem states $x = -12$, but we found that the maximum occurs at $x = -2$.
Therefore, the correct $x$-value for the maximum is $x = -2$.
The function has a maximum value of $\boxed{4}$, which occurs at $x = -2$.