Question: owner X2 0.ooooo The following the programming problem has been solved by 'LUNGO use the opt to answer the quanta Linear Programming problem Maximum 39x1+48x2+24x3

owner X2 0.ooooo The following the programming problem has been solved by 'LUNGO use the opt to answer the quanta Linear Programming problem Maximum 39x1+48x2+24x3 S.T 5 x1 + SX 2 +9x3 31230 11 XI + 14x2 +5X31500 The optimal samutan and the sonrihving outputs are below, Objectiv Vale: 5570-270 vanable valve X1 101.3514 Reduced cort 0.000.00 000 000 0.9729730 X3 77.0 7703 Row sluckor surplus bual price 5510270 1-000000 0.4867565 3. 3243 24 Ranges in which the Barn & unchanged. Objective coefficient Ranger current variable coefficient Allowable Throll poweb X1 34.000 Increate decrease x2 48. 1000 1500.00 516.870 3 21.10 1140.00% 8.33.333 Questions over what range cantre Objective function Eoeftcrent XL vary before a new solution point becomes optimal? 2 1 Op 00 04 800000 owner X2 0.ooooo The following the programming problem has been solved by 'LUNGO use the opt to answer the quanta Linear Programming problem Maximum 39x1+48x2+24x3 S.T 5 x1 + SX 2 +9x3 31230 11 XI + 14x2 +5X31500 The optimal samutan and the sonrihving outputs are below, Objectiv Vale: 5570-270 vanable valve X1 101.3514 Reduced cort 0.000.00 000 000 0.9729730 X3 77.0 7703 Row sluckor surplus bual price 5510270 1-000000 0.4867565 3. 3243 24 Ranges in which the Barn & unchanged. Objective coefficient Ranger current variable coefficient Allowable Throll poweb X1 34.000 Increate decrease x2 48. 1000 1500.00 516.870 3 21.10 1140.00% 8.33.333 Questions over what range cantre Objective function Eoeftcrent XL vary before a new solution point becomes optimal? 2 1 Op 00 04 800000

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