Determine if the graph K, has an Euler path by finding the degree of cach vertex. Explain why or why not it has an Euler path. K3 Fill in the degre of cach vertex based on the graph. Verter Degre Explain why or why not it has an Euler path.

Please show step by step explanations. Thank you.

Draw a graph that models the connecting relationships in the floorplan below. The vertices represent the rooms and the edges represent doorways connecting the rooms. Vertex F represents the outdoors. F B E Is it possible to find a circuit through the house that uses each doorway once? If so, enter the sequence of rooms(vertices) visited, for example ABDEA. If it is not possible, enter DNE.

Use the graph below to answer the question. BO K Is vertex H adjacent to vertex A? no yes

In your own words, explain  what is required for a trail or circuit to be a Euler trail or circuit. Does a Euler trail exist for their graph? Explain specifically using the label and degree of each vertex. Does a Euler circuit exist for their graph? Explain specifically using the label and degree of each vertex.   There are 6 people that discussing their favorite foods. Each person will be represented with a letter. A, B, C, D, E, F. Person A, B, and C really like Ice cream. Person D really likes cookies. Person A and C agree that cookies are good. Person D, C, and E like soup quite a bit, and person C, B, and E really like salad. Person B, E, and F all agree that cake is good too. So, person A really likes ice cream and cookies. Person B really likes ice cream, salad, and cake. Person C really likes ice cream, cookies, soup, and salad. Person D really likes cookies and soup. Person E really likes salad and cake. Person F only likes cake. The below graph represents this relationship.…