2 Solve the problem in integer programming type, whose model is given below, using the branch and bound algorithm method (Note Branching and delimiting operations should be shown and explained one by one The result calculations of the branching steps will use the QM program, taking into account the Linear Programming relaxation ) The shortest Z 2x1 4x2 6x3 8X1 4X2 X3 5 4x1 3x2 2x3 0 2x1 9x2 7x3 4 X1, X2, X3, 0 or 1 2 Solve the problem in integer programming type, whose model is given below, using the branch and bound algorithm method (Note Branching and delimiting operations should be shown and explained one by one The result calculations of the branching steps will use the QM program, taking into account the Linear Programming relaxation ) The shortest Z 21 42 63 81423 5413223 021 92 73 4X1,X2,X3, 0or1

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Question: 2. Solve the problem in integer programming type, whose model is given below, using the branch-and-bound algorithm method. (Note: Branching and delimiting operations should be

2. Solve the problem in integer programming type, whose model is given below, using the branch-and-bound algorithm method. (Note: Branching and delimiting operations should be shown and explained one by one. The result calculations of the branching steps will use the QM program, taking into account the Linear Programming relaxation.) The shortest Z=2x1+4x2+6x3 8X1-4X2-X3>=5 4x1-3x2-2x3>=0 -2x1 + 9x2 + 7x3>=4 X1, X2, X3,= 0 or 1

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