The shaded region in following figure illustrates the unbounded feasible region of a linear programming problem. Given the objective function P 2x + 3y, which of the following is TRUE? * I. The...


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The shaded region in following figure illustrates the unbounded feasible<br>region of a linear programming problem. Given the objective function P<br>2x + 3y, which of the following is TRUE? *<br>I. The maximum of P is 18 at A = (0, 6).<br>II. The minimum of P is O at O = (0, 0).<br>II. The maximum of P is 21 at D = (7, 0).<br>IV. The minimum of P is 11 at C = (4, 1).<br>A (0,6) •<br>S<br>B (2,3)<br>C (4,1) .<br>O (0,0)<br>D (7,0)<br>O I only<br>Il and II<br>II and IV<br>O Iv only<br>Find the solution set for the constraints in the figure below. *<br>3x + 2y s5<br>2x + 5y s6<br>3x -y s1<br>X 20, y 20<br>B.<br>A<br>O E<br>

Extracted text: The shaded region in following figure illustrates the unbounded feasible region of a linear programming problem. Given the objective function P 2x + 3y, which of the following is TRUE? * I. The maximum of P is 18 at A = (0, 6). II. The minimum of P is O at O = (0, 0). II. The maximum of P is 21 at D = (7, 0). IV. The minimum of P is 11 at C = (4, 1). A (0,6) • S B (2,3) C (4,1) . O (0,0) D (7,0) O I only Il and II II and IV O Iv only Find the solution set for the constraints in the figure below. * 3x + 2y s5 2x + 5y s6 3x -y s1 X 20, y 20 B. A O E

Jun 03, 2022
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