1. The problem is to write the inequality represented by the graph. 2. The graph shows a solid dot at 0 and shading extending to the right, indicating all values greater than or equal to 0. 3. The solid dot means the value 0 is included, so the inequality uses \geq (greater than or equal to). 4. Therefore, the inequality is $$x \geq 0$$. 5. This means $x$ can be 0 or any number greater than 0.