Let a network be given by nodes V = {S, A, B,C, D,T} and ares, capacities e and a flow f according to the table: SA SC AB BT AC DC BD DT AT CT T? 3 4 1 0 ? ? 1 3 ? 3 5 1 1 2 3 4 3 5 (a) Complete f and e such that f is an admissible flow from S to T. Justify your answer. What is the value of the flow? (b) Determine a maximal flow from S to T and a minimal cut with its capacity by the augmenting path method starting by the flow f from (a).

Q: Let a network be given by nodes V= {S, A, B,C, D,T} and ares, capacities e and a flow f according to…

A: Solution :- (a) Complete f and c such that f is an admissible flow from S to T. Justify your answer.…

Q: Let a network be given by nodes V = {S, A, B,C,D,T} and ares, capacities c and a flow f according to…

A:

Q: Let a network be given by nodes V = {S, A, B,C, D,T} and ares, capacities e and a flow f according…

A:

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