Question: Question #3 For the objective function F = 2x - 3y and the feasible region graphed below, find the maximum and minimum value and the

Question #3 For the objective function F = 2x - 3y and the feasible region graphed below, find the maximum and minimum value and the points at which they occur. (4) (0, 5) (10, 5) Minimum Value @ point (0. 3) (2. 0) (10. 0) Maximum Value @ point XQuestion #1 Graph each of the linear inequalities. a. y > -2x + 3 (2) 47x b. 4x - 6y $ 12 (2) Question #2 Graph the solution set to the system of linear inequalities. Determine if the solution set is bounded or unbounded and list any corner points. (6) 2x+y26 x21 y 20 Corner Points (write as ordered pairs) Bounded or Unbounded (circle one)Question #4 For the objective function F = 3x + 5y and the system of constraints below, graph the feasible region, identify all corner points, and find the optimal values of the objective function. (6) 3x + 2y s 12 3x + y 29 x, y 20 Corner Points (write as ordered pairs) Optimal Values -1 1 2 3 4 5 6 7 8 9 10 Min Value _@ point Max Value @ point

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