1. The problem asks to identify which inequality corresponds to the shaded region on the graph. 2. The line given is $y = 4x - 2$, and it is dashed, indicating a strict inequality (either $<$ or $>$). 3. The shaded region is to the left side of the line. Since the line has a positive slope, the left side corresponds to values where $y$ is less than the line. 4. Therefore, the inequality is $y < 4x - 2$. 5. The other options either have a solid line ($\geq$ or $\leq$) or the wrong inequality direction. Final answer: $y < 4x - 2$