Which point $(x, y)$ is a solution to the linear inequality $y < 2x - 3$ in the xy-plane?

For each point, evaluate $2x - 3$ and check whether $y$ is less than that value. (4, 1): $2(4) - 3 = 5$, and $1 < 5$ ✓. (0, 0): $-3$, and $0 < -3$ is false. (1, 0): $-1$, and $0 < -1$ false. (2, 5): $1$, and $5 < 1$ false.