The solution to a minimum spanning tree problem over a network of pipes gives you the total amount of material that can be piped from the origin to the destination.
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Q12: In the shortest path algorithm given in
Q13: In solving the shortest path problem by
Q14: In the linear programming formulation of the
Q15: Flow conservation is assumed in the spanning
Q16: In finding the minimal spanning tree in
Q18: If cost per foot length of
Q19: Greedy algorithm finds the optimal solution in
Q20: In the spanning tree algorithm, we try
Q21: In the spanning tree algorithm, suppose that
Q22: In the spanning tree problem, one is
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