Question: linear programming D. 6.7-3. Consider the following problem. Maximize Z=2x1x2+x3, subject to 3x1+x2+x3x1x2+2x3x1+x2x3601020 and x10,x20,x30. Let x4,x3, and x6 denote the slack variables for the

D. 6.7-3. Consider the following problem. Maximize Z=2x1x2+x3, subject to 3x1+x2+x3x1x2+2x3x1+x2x3601020 and x10,x20,x30. Let x4,x3, and x6 denote the slack variables for the respective constraints. After we apply the simplex method, the final simplex tableau is (a) Change the right-hand sides from b1b2b3=601020tob1b2b3=702010. (b) Change the coefficients of x1 from c1a11a21a31=2311 to c1a11a21a31=1220. (c) Change the coefficients of x3 from c3a13a23a33=1121 to c3a13a23a332312. (d) Change the objective function to Z=3x12x2+3xy y (e) Introduce a new variable xs, with coefficients cna1xa2xa1x=1212
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