Let G be a non-directed cohesive graph and T the spanning directed tree consisting of the arrows of F, obtained with Depth First Search.Let G1 be a sub- graph of G who is complete.

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Let G be a non-directed cohesive graph and T the spanning directed tree
consisting of the arrows of F, obtained with Depth First Search.Let G1 be a sub-
graph of G who is complete.
a. Show that there is a path in T where all vertices of G1 are on.
b. Find out if other vertices can also be on this path.
Transcribed Image Text:Let G be a non-directed cohesive graph and T the spanning directed tree consisting of the arrows of F, obtained with Depth First Search.Let G1 be a sub- graph of G who is complete. a. Show that there is a path in T where all vertices of G1 are on. b. Find out if other vertices can also be on this path.
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