1. The problem asks to graph the inequalities: $$0 \leq y < 3.5$$ 2. These inequalities describe the values of $y$ between 0 and 3.5, including 0 but not including 3.5. 3. The graph is the region between the horizontal lines $y=0$ and $y=3.5$, where the lower boundary $y=0$ is included (solid line) and the upper boundary $y=3.5$ is excluded (dashed line). 4. To represent this on a graph, draw a solid horizontal line at $y=0$ and a dashed horizontal line at $y=3.5$. 5. Shade the region between these two lines to indicate all $y$ values satisfying $0 \leq y < 3.5$. 6. The solution set is all points $(x,y)$ where $x$ is any real number and $y$ satisfies $0 \leq y < 3.5$.