G6. Write down the adjacency list for the graph above:
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- b.) Determine whether the graph is simple or not. If it is a simple the adjacency matrix of the graph and determine the no. of paths of length 2 that it has.When a graph is mapped into a matrix this is called a(n) ___________ matrixDraw a graph that has MATRIX IN THE IMAGE as its adjacency matrix. Is this graph bipartite?
- What is the Range of matrix M?Each augmented matrix below is already in ref form (row-reduced-echelon-form). For each, state the number of solution(s), and give solution(s) in the form (x, y), or (x, y, z), etc. If there are infinite solutions, give the general form (pattern) for the solutions.write the augmented matrix associatedwith the given system.