Final Answer:
The solution set for the system of inequalities includes all points satisfying both inequalities. To find a point in the solution set, one can choose a set of values for that simultaneously satisfy both inequalities. For example, one such point is
Explanation:
The system of inequalities represents a region in the coordinate plane where the shaded area includes all points satisfying both inequalities. To find a specific point in this solution set, we need to choose values for that satisfy both inequalities simultaneously.
One way to find such a point is to select a value for and then substitute it into both inequalities to determine the corresponding value. For instance, choosing for the first inequality and for the second inequality. The point satisfies both inequalities and is thus part of the solution set.
Understanding how to interpret and solve systems of inequalities graphically is crucial. In this case, the solution set is the overlapping region of the shaded areas determined by each individual inequality. The selection of specific values for helps pinpoint a point within this region that satisfies both inequalities.