Solved

If a Graph Had Eight Vertices of Odd Valence, What

Question 63

Multiple Choice

If a graph had eight vertices of odd valence, what is the absolute minimum number of edges that would need to be duplicated to eulerize the graph?

A) 2
B) 4
C) 6
D) 8

Related Questions

Q58: Which of the graphs shown below gives

Q59: Consider the paths represented by the numbered

Q60: Which of the graphs below have Euler

Q61: Every connected graph has an Euler circuit.

Q62: Draw a graph with five vertices where

Q64: Which of the graphs below have Euler

Q65: Use the following to answer Questions:<br>Add wiggly

Q66: What is the valence of vertex A

Q67: An Euler circuit of a graph passes

Q68: Every graph with an Euler circuit has