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Using MATLAB please. (2) Try the above branch and bound method on the integer program with e_15ool, A= [1 100], -[2030]. c = Specifically, try
Using MATLAB please.
(2) Try the above branch and bound method on the integer program with e_15ool, A= [1 100], -[2030]. c = Specifically, try branch and bound by searching the possible values of x2 based on the LP relaxation, branching on x1 values on branches where the 2 value has been fixed. Then do the same where you first branch on x1 values, then z2 values. Is there a significant difference? Explain. (2) Try the above branch and bound method on the integer program with e_15ool, A= [1 100], -[2030]. c = Specifically, try branch and bound by searching the possible values of x2 based on the LP relaxation, branching on x1 values on branches where the 2 value has been fixed. Then do the same where you first branch on x1 values, then z2 values. Is there a significant difference? ExplainStep by Step Solution
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