Find the strongly connected components of the graph. For each of the graphs in $56 - 58$ find $\kappa ( G ) , \lambda ( G )$, and $\min _ { \nu \in V } \operatorname { deg } ( \nu )$, and determine which of the two inequalities in $\kappa ( G ) \leq \lambda ( G ) \leq \min _ { \nu \in V } \operatorname { deg } ( \nu )$ are strict.

Question

Find the strongly connected components of the graph.  For each of the graphs in $56 - 58$ find $\kappa ( G ) , \lambda ( G )$, and $\min _ { \nu \in V } \operatorname { deg } ( \nu )$, and determine which of the two inequalities in $\kappa ( G ) \leq \lambda ( G ) \leq \min _ { \nu \in V } \operatorname { deg } ( \nu )$ are strict.

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The Answer of Find the strongly connected components of the graph.  For each of the graphs in $56 - 58$ find $\kappa ( G ) , \lambda ( G )$, and $\min _ { \nu \in V } \operatorname { deg } ( \nu )$, and determine which of the two inequalities in $\kappa ( G ) \leq \lambda ( G ) \leq \min _ { \nu \in V } \operatorname { deg } ( \nu )$ are strict.

Find the Strongly Connected Components of the Graph 56−5856 - 5856−58

Find the Strongly Connected Components of the Graph $56 - 58$