List the vertices of an ordered rooted tree in preorder, in-order, and post-order. a d j g k m n P
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- Construct the ordered rooted tree whose preorder traversal is: a, b, f, c, g, h, i, d, e, j, k, l, - a has four children, - c has three children, - j has two children, - b and e have one child each, all other vertices are leaves. *Show/explain the steps of work... Many thanksDetermine the order in which a preorder traversal visits the vertices of the given ordered rooted tree. by d m nComplete the tree diagram by filling in the missing entries below.
- Find the number of unlabeled trees on 6 nodes.determine the number of vertices and edgesand find the in-degree and out-degree of each vertex for thegiven directed multigraph.John discovered that he also has a pair of boots and a pair of dress shoes in his closet. Make a tree diagram showing all of the possible shirt, pant, and shoe combinations.
- Perform a preorder, inorder, and postorder traversalLet Ao = (0,2), A₁ = {1, 2, 3), and A₂ = (2,4). Draw A, as a tree. Be sure to indicate the domain. fe(0,1,2)Construct a simple graph that is a tree with vertices P, Q, R, S, T, U such that the degree of T is 5. What is the edge set? Enter an edge set as a comma-separated list of pairs, such as: (U,V), (Q,U), (Q, V)