What would be the resulting Data Structure if the black nodes of a Red Black Tree would absorb it's red children and make it's red child's children as its own?
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Q: What is the greatest possible and least possible number of levels that a tree with 129 nodes can…
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Q: 7 3 8 9 4 10 0 11 5 2 6
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Q: question is in java, thanks
A: Let us see the answer below.
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A: The above question is answered in step 2 :-
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What would be the resulting Data Structure if the black nodes of a Red Black Tree would absorb it's red children and make it's red child's children as its own?
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- True or False? The number of nodes in a non-empty tree is equal to the number of nodes in its left subtree plus the number of nodes in its right subtree plus 1. please explainWhat is the greatest possible and least possible number of levels that a tree with 129 nodes can have?In Java, Insert the following numbers from left to right into an initial empty BST and print the final tree level by level. 50, 20, 30, 40, 80, 70, 60, 20, 100, 90, 50, 10 a. Assume probability to search for the data in the tree is the same, compute average no. of comparison for above bst.
- TREE A: 6. 1 4 7 9 1. Is tree A a binary search tree? 2. If tree A is a binary search tree, is it balanced or skewed? If it is not a binary search tree, why not?A Binary Search Tree (BST) can be used to efficiently implement a sorted set. It stores uniquevalues and offers an efficient membership method (contains).A binary search tree (BST) is a binary tree with the additional binary search tree property.The binary search tree property states that for every node n in the tree1. n.data is greater than the data value of all nodes in the sub-tree rooted with n.left.2. n.data is less than the data value of all nodes in the sub-tree rooted with n.right.As we are implementing a set, all data (strings) in the tree will be unique. Every node in the treewill have its own distinct string. Strings will be compared using the canonical way (as defined bythe compareTo() method in the String class).For example, the binary tree on the left (below) IS a binary search tree and the one on the rightis NOT.You will implement several methods in the BinaryTree and BST classes. The BST class mustextend the BinaryTree class. Methods that you must complete (implement or…Write a Java program to Construct a 2-3 tree with at last 10 key values, Search the particular key value present in the 2-3 tree or not and finally Delete any one leaf node which has single key value.