1. The problem asks us to find all numbers $c$ such that $c \geq 3$. 2. The inequality $c \geq 3$ means $c$ is greater than or equal to 3. 3. We check each number: - $2.87 < 3$, so it is not a solution. - $3 = 3$, so it is a solution. - $3.03 > 3$, so it is a solution. - $1.52 < 3$, so it is not a solution. - $4.13 > 3$, so it is a solution. 4. Therefore, the solutions are $3$, $3.03$, and $4.13$. 5. The graph shows a solid circle at 3 and an arrow extending to the right, representing all values $c \geq 3$. Final answer: The numbers $3$, $3.03$, and $4.13$ satisfy the inequality $c \geq 3$.