Draw the Graph If possible, draw an example of each graph as described. Otherwise, describe why such a graph does not exist. Unless otherwise specified, each graph is undirected and has exactly 5 nodes. Please use uppercase letters starting at A to index the nodes of your graph. Remember, a simple path is a sequence of unique, adjacent edges. (a) A graph where every node has degree 2. (b) An acyclic graph with a node with degree 3 and a different node with degree 2. (c) A rooted tree of height 2.

Q: Determine if the following simple graphs exist. If so, draw such a graph. If not, explain why it…

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