Help answering this graph taxonomy question please! ### Graph Theory Concepts**iv. Weighted Graphs**- A weighted graph is a graph in which every edge has an assigned weight. The statement describes a specific scenario in a weighted graph where every path from point A to E has a total weight of 2.**v. Rooted Trees**- A rooted tree is a type of graph that has one designated root node. The focus here is on a rooted tree that has the minimal number of leaves. Leaves are nodes that do not have any children.**vi. Strongly Connected Directed Graphs**- A strongly connected directed graph is one where there exists a directed path, following the direction of edges, between every pair of nodes (A to B and B to A). This implies that a sequence of adjacent edges allows movement between two nodes in both directions.- It's important to note that in such a graph, you cannot use the same path to connect A to B as you would to connect B to A, due to the directionality of edges. 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 path is a sequence of unique, adjacent edges.

Name: Help answering this graph taxonomy question please! ### Graph Theory C
Uploaded: 2024-03-20T07:06:27.000Z
Channel: Bartleby
Description: Help answering this graph taxonomy question please! ### Graph Theory Concepts**iv. Weighted Graphs**- A weighted graph is a graph in which every edge has an assigned weight. The statement describes a specific scenario in a weighted graph where every