Question

Based on the linear inequality shown in the graph below, which of the following points are solutions to the linear inequality? Select all that apply. (-3,0) (7,-5) (4,1) 10ty 8 6 (-2, 6) (-1,-8) 4 -10-8-6-4-2) 2 2 4 -6 -8 10 4 6 2 4 X 8 10​

Answer 1

Answer: Based on the linear inequality shown in the graph, the points that are solutions to the linear inequality are the points that lie on or below the line. Let's go through each point and determine if it satisfies the inequality: - Point (-3,0): This point lies on the line, so it is a solution to the inequality. - Point (7,-5): This point does not lie on the line, so it is not a solution to the inequality. - Point (4,1): This point lies on the line, so it is a solution to the inequality. - Point (-2,6): This point lies above the line, so it is not a solution to the inequality. - Point (-1,-8): This point lies on the line, so it is a solution to the inequality. Therefore, the points that are solutions to the linear inequality are (-3,0), (4,1), and (-1,-8).

Step-by-step explanation: I already explained in the part of the Answer.