1. Identify the degree of each vertex in your graph. 2. Explain whether the graph has an Euler trail, using definitions, properties, or theorems. 3. Describe a path from vertex A to G.
Use your assigned number of vertices from “Part 3” of the “Finite Math Assignment Form: Task 3” supporting document to do the following:
Assigned number : 11
F. Create a weighted connected graph with the following characteristics:
• The assigned number of vertices are alphabetically labeled starting with A.
• Vertex A is not adjacent to vertex G.
• At least two vertices have a degree greater than 2.
• All weights are greater than 0.
• No weights are the same.
1. Identify the degree of each vertex in your graph.
2. Explain whether the graph has an Euler trail, using definitions, properties, or theorems.
3. Describe a path from vertex A to G.
4. Find the total weight of the path from part F3. Show all work.
Use the weighted graph I attached please.
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What is the total weight of the required path?
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