9. Consider the graph below: a b 1. Constructs the incidentmatrix. Builds the adjacency matrix. 2.
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- Trace the graph below to determine whether or not it is Hamiltonian. If not, find the minimum number of edges to be removed to make it so. Mark the edge/s to be removed, and name one resulting Hamiltonian graph using the given letters.Provide a labeled graph wherein its incidence matrix is G=(photo below)Find the adjacent matrix and the incidence matrix for the following graph.
- Q1- What is the minimum distance between points C and F? Q2- Which of the following is a Hamiltonian Circuit for the given graph? Q3- What is the length of the Hamiltonian Circuit described in Q2? Q4- Which vertex in the given graph has the highest degree?Determine the adjacency matrix of the given graph.Can you please draw a clear diagram for part a)