Suppose G = (V, E) is a simple, connected graph with |VI = 5, select all the possible value for deg (v). VEV 00 24 15 5 20

Sum of the lengths of all the adjacency lists of a directed graph is: O a. IEI O b. 2|VI O c. IVI O d. 21EI

If there is an Euler path that starts at AA and ends at some other vertex, give it. Otherwise enter DNE.This should be a list of letters, from A to the other vertex: e.g. ACBDEAD (if that were even possible!). Path:  Since this is a planar graph, the number of regions - arcs + nodes equals what number?

V4 Draw the complement of the graph:

A simple directed graph with vertices A,B,C,D,E,F,G has adjacency matrix

True or false: A max flow of a graph is always the sum of a subset of its edges.

Write a function that returns true (1) if there is an edge between two vertices u and v in an adjacency-listed directed graph.