The solution to a system of inequalities is graphically represented by what part of the coordinate plane?

The union of the individual shaded regions

The intersection of the individual shaded regions

The area outside of all shaded regions

Only the boundary lines of the inequalities

When graphing the system of inequalities $y > 3x - 2$ and $y \leq -x + 4$, how should the boundary lines be drawn?

The line $y = 3x - 2$ should be dashed, and $y = -x + 4$ should be solid.

The line $y = 3x - 2$ should be solid, and $y = -x + 4$ should be dashed.