The solutions of the 2 inequalities must li in the common color area (the area which has both colors) and also, on the solid line (points on the dashed line do not belong to the solutions)
From the given graph we can see
1. The red line is a solid line
2. The blue line is a dashed line
3. The area that contains the 2 colors red and blue has points (1, 0) and (2, 2)
That means the answer is one of then
Since point (1, 0) lies on both lines but it is belonging to the red line only because the blue line is a dashed line which means it does not belong to it
Then it can not be a solution for both inequalities
Since the point (2, 2) lies on the red lines
Since the red line is a solid line
Then the point (2, 2) belongs to the red line and the shaded area
Point (2, 2) is the solution to both equations
The answer is (2, 2) the 3rd choice