1. Problem: Find the limit of the function $F(x) = 3$ as $x$ approaches $-1$. 2. Since $F(x)$ is a constant function, its value does not depend on $x$. Therefore, for any $x$, including $x$ approaching $-1$, $F(x) = 3$. 3. Hence, the limit is simply the constant value: $$\lim_{x \to -1} F(x) = 3$$ Final answer: The limit is 3.