For the AVL Tree what values could you insert to cause a right-left imbalance and at which node does the imbalance occur? Please show and explain based on the tree provided
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For the AVL Tree what values could you insert to cause a right-left imbalance and at which node does the imbalance occur?
Please show and explain based on the tree provided.
AVL tree is a type of self balanced binary tree which contains balancing factor for each node as 1,-1 or 0. Balancing factor is the height of left sub tree minus right sub tree. If any node contains balancing factor other than -1, 1 or 0 then it is said to be imbalanced.
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The question I sent was asking for a right-left imbalance not a right-right imbalance, would it be possible to rectify the solution?
So to reiterate...
For the AVL Tree what values could you insert to cause a right-left imbalance and at which node does the imbalance occur?
Please show and explain based on the tree provided.
- insert 8, 5, 6, 20, 19, 7, 10, and 15 into an empty AVL Tree.The AVL Tree starts empty. Order 50, 25, 10, 5, 7, 3, 30, 20, 8, 15 into this AVL tree. Draw each tree status.Draw a Balanced search tree where keys are 210435. How many comparison operation you performed to insert all keys in your tree. Discuss what are advantages of Balanced Search Trees? When they can be considered in-efficient?
- Aplease explain You are given a collection of 1,000,000,000 books that are already sorted. They are labeled Book1, Book2, Book3, Book4 (book 1 is less than book 2, book 3 less than book 4, etc.). Your colleague says organizing these books in a binary search tree (BST) data structure will be useful for looking up books later. Your colleague begins inserting each book in order, but you are worried you will not get Log(N) lookup when inserting books in already sorted order. What will the lookup time be of a book when searching for a book? Group of answer choices a. O(log(n) b. O(n) c. O(n*log(n)) d. O(n*n)Efficient implementations of the suffix tree require roughly 17 bytes per letter in the string. The FM index used in Bowtie requires much less memory. How much does it require, and why is the required space so small?
- Insert the value 24 into the AVL tree below and draw the resulting AVL tree. Show all the steps. 20 SOCreate B tree from set of key values {11,12,13, 14,15, 16,17,18, 19,20} Order 3 (M = 3)Generate 15 random numbers as keys and sort them in descending or ascending order. Create an AVL Tree based of that sorted keys. Illustrate the process using a diagramming tool (diagrams.net, etc.)
- If you have a connection that has the x, y coordinates of restaurants and their names, then you can figure out how to use it. It's safe to think only questions like this will be asked. The query asks if there is a restaurant at a certain location. If you had to choose between a B-tree and an R-tree, which would you choose? Why?The question I sent was asking for a right-left imbalance not a right-right imbalance, would it be possible to rectify the solution? So to reiterate... For the AVL Tree what values could you insert to cause a right-left imbalance and at which node does the imbalance occur? Please show and explain based on the tree provided.Remove 5 from the following AVL tree; draw the results: