A given graph will have an Euler Circuit if the graph is connected and it has???a. an even number of verticesb. an even number of edgesc. all vertices with even degreed. only two odd vertice

Explain why the graph shown to the right has no Euler paths and no Euler circuits. A B D. E G H. ..... Choose the correct answer below. O A. By Euler's Theorem, the graph has no Euler paths and no Euler circuits because it has all even vertices. O B. By Euler's Theorem, the graph has no Euler paths and no Euler circuits because it has exactly two odd vertices. O C. By Euler's Theorem, the graph has no Euler paths and no Euler circuits because it has more than two odd vertices. O D. By Euler's Theorem, the graph has no Euler paths and no Euler circuits because it has an even number of odd vertices.

Find a Hamilton circuit for the graph that begins with the specific edge EA and AE 

13. A mail person decides to park their vehicle and walk through one of the neighborhoods they deliver mail. They want to return to their vehicle without crossing any path twice. Can they get back to their vehicle using the graph K, below? Find the degrees of the vertices, then find an Euler circuit if one exists. h K9 Fill in the degree of each vertex based on the graph. Vertex Degree a b d e f g y Euler circuit: