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in this presentation weamp;#39;re going to look at maximization using the branch-and-bound technique so this is a quick overview of the tree approach to branch and round branch-and-bound ad this is revelation integer programming so what weamp;#39;re going to do here is weamp;#39;re going to maximize this this is our objective function here okay and itamp;#39;s subject to the following constraints this is the general that I entered integer programming problem okay so going to maximize that 3 X 1 plus 5 X 2 subject to 2 X 1 plus 4 X 2 less than or equal to 25 X 1 is less than or equal to H at 2 X 2 less than equal to 10 X 1 X 2 are integers and X 1 and X 2 are non are non-negative now the first thing we do in this problem is what we do is called an LP relaxation where we just sort of an air relaxed of the requirement for an integer solution so this then it turns it to a sort of general add in your programming problem ok so what weamp;#39;ll do is solve this probe problem at node 0 o
