# Find the coordinates of the vertices formed by the system of

Find the coordinates of the vertices formed by the system of inequalities.x + y ≤ 9 y ­- 2x ≥ -21 y ≥ -4x + 15a. (­6, ­-9), (10, ­-1), (2, 7)b. (­-9,- ­6), (-­1, 10), (7, 2)c. (­-30, ­-21), (­-6, -9), (6, 15)d. (­-6, ­-9), (6, ­-3), (-­12, ­-21)===============================================================Find the minimum value of the region formed by the system of equations and functions below.y ≥ x ­- 3 y ≤ 6 ­- 2x 2x + y ≥ – ­3 f(x, y) = 3x + 4ya. -12b. -4.5c. 9d. 24========================================================At What point is the maximum value found in the system of inequalities graphed below for the function f(x, y) = x – 2y?a. (0, 3)b. (0, 0)c. (5, 0)d. (5, 3)=====================================================At what point is the maximum value found in the system of inequalities graphed below for the function f(x, y) = 4x ­- 3y?a. (5, 0)b. (4, 6)c. (7, 5)d. (8, 2)=================================================================Choose the system of inequalities whose solution is represented by the graph.a. x + y > 3; -x + y > ­- 4b. -x + y ≥ ­-4; x + y ≤ 3c. -2x + y > ­-4; 2x + y < 3d. -x + y > -­4; x + y < 3================================================Choose the system of inequalities whose solution is represented by the graph.a. y < ­- 2 ; x < ­- 3b. y ≤ – ­2 ; x > ­- 3c. x ≤ ­- 2 ; y > ­- 3d. x < ­- 3 ; y < ­- 3==================================================Which point is a solution to the system of inequalities below?x + 2y ≥ 4 y – 2x < 0a. (1, 2)b. (4, 7)c. (0, 3)d. (-­1, 1)==============================================Which point is not a solution to the system of inequalities shown in the graph?a. (1, -3)b. (2, 0)c. (-­4, 2)d. (0, 0)

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