Problem petto +62 22. (0.1). (01). (0.1). So the LP-based lead to Figure 1 dets Figur 1: The morati tre for Problem The Bodes and currently active. For each bodet, we denote the LP relation of todet's caudate problema lwy LPddition, for each nodet, is the optimal value of LP" and optimal batin to LP Barend the current commention tree. what the incumbent (best feasible calidate) too? What is its objective functionale h. Based on the creation tree, pe an upper bund on the optimal value of the integer lima peram Q The upper bond phould be as low as possible, tsing the informatie gw. Explain why the bound you have given is all Bed the current mention tree, give a lower bord qa the optimal value of the integer linear program Q The lower bou should be as high as possible, situg the information given. Explain why the bound you have given is valid d. Write LP the LP relations of mode a's late problem. e. She LP In particular, either pie an optical solution to LP and its objective function value, or state that LP is infeasible or state that LP is unbounded Ders node o get terminated!? Explain Write LP the LP relaxation of node 5's candidate problem. Sole LP) In particular, either Problem petto +62 22. (0.1). (01). (0.1). So the LP-based lead to Figure 1 dets Figur 1: The morati tre for Problem The Bodes and currently active. For each bodet, we denote the LP relation of todet's caudate problema lwy LPddition, for each nodet, is the optimal value of LP" and optimal batin to LP Barend the current commention tree. what the incumbent (best feasible calidate) too? What is its objective functionale h. Based on the creation tree, pe an upper bund on the optimal value of the integer lima peram Q The upper bond phould be as low as possible, tsing the informatie gw. Explain why the bound you have given is all Bed the current mention tree, give a lower bord qa the optimal value of the integer linear program Q The lower bou should be as high as possible, situg the information given. Explain why the bound you have given is valid d. Write LP the LP relations of mode a's late problem. e. She LP In particular, either pie an optical solution to LP and its objective function value, or state that LP is infeasible or state that LP is unbounded Ders node o get terminated!? Explain Write LP the LP relaxation of node 5's candidate problem. Sole LP) In particular, either