1. The problem is to write the domain of the function shown on the graph as an inequality. 2. The graph shows a curve starting at an open circle at $x=2$, which means the function is not defined at $x=2$ but is defined for values greater than 2. 3. Since the curve extends to the right indefinitely (towards positive $x$ values), the domain includes all $x$ values greater than 2 but not 2 itself. 4. Therefore, the domain in inequality form is: $$x > 2$$ This means the function is defined for all $x$ values strictly greater than 2.