Solve the system of two linear inequalities graphically. X>3 Y>2 find the region with points that satisfy both inequalities. Select the region you wish to be shaded a,b,c or d
To solve the system of inequalities graphically, we will first graph each inequality separately and then find the overlapping region.
1) Graphing the inequality X > 3:
To graph this inequality, we'll draw a vertical line parallel to the y-axis passing through x = 3. Since the inequality is x > 3 (not inclusive), the line will be dashed.
The shaded region is to the right of the line.
2) Graphing the inequality Y > 2:
To graph this inequality, we'll draw a horizontal line parallel to the x-axis passing through y = 2. Since the inequality is y > 2 (not inclusive), the line will be dashed.
The shaded region is above the line.
Now, we will find the overlapping region of both inequalities. Since the overlapping region is the region that satisfies both conditions (x > 3 and y > 2), we shade the region to the right of the line (x > 3) and above the line (y > 2).
Unfortunately, without the options a, b, c, or d provided, I am unable to specifically indicate which region should be shaded.