What are the solutions to the
inequalities?

To solve the given inequalities, we can start by graphing them. The first inequality, , describes a region above the line . For the second inequality, , rearranging gives , indicating a region above the line . The solution set is the overlapping area where both conditions are satisfied on the coordinate plane.

Calculating the intersection points will help identify the vertices of the feasible region formed by the inequalities. Setting gives no intersection, but plotting the two lines reveals that they are parallel, indicating no bounded region in this case. Thus, the solution lies in the areas above both lines, depending on their placement.