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SET B 1. Which vertex is root 2. Which vertices are leaves? 3. Which vertices are siblings of \( J ...
SET B 1. Which vertex is root 2. Which vertices are leaves? 3. Which vertices are siblings of \( J \) ? 4. Which vertices are descendant \( s \) of \( J \) ? 5. Is the rooted tree a full tree for some positive integer Explain your answer. 6. What is the level of vertex \( J \) ? 7. Draw a subtree of the tree that is rooted at \( F \)
a) Root is the topmost vertex of a tree or more precisely, root is the vertex that has no parent. In the given tree "a" has no parent hence "a" is the root of the given tree. b) Internal nodes are the nodes which are not l