Answered: Consider the following AVL tree: (10) 5… | bartleby

Related questions

Question

Consider the following AVL tree:
(10)
5
(15)
(12) (17)
(30)
(35)
(31 (40)
We do an Insert(42) operation. Which of the following rotations do we perform as part of this
insertion operation?
O Left rotation at 35
Right rotation at 35
Left rotation at 30
O Right rotation at 30
Left rotation at 15
Right rotation at 15
Double rotation
No rotations necessary

Expert Solution

Trending now

This is a popular solution!

Step by step

Solved in 3 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Knowledge Booster

Types of trees

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, data-structures-and-algorithms and related others by exploring similar questions and additional content below.

Similar questions

Consider the array t = [1, 2, 3, 4, 5, 8, 0 , 7, 6] of size n = 9, . a) Draw the complete tree representation for t. b) What is the index of the first leaf of the tree in Part a (in level order)? In general, give a formula for the index of the first leaf in the corresponding complete binary tree for an arbitrary array of size n. c) Redraw the tree from Part a after each call to fixheap, in Phase 1 of heapsort. Remember, the final tree obtained will be a maxheap. d) Now, starting with the final tree obtained in Part c, redraw the tree after each call to fixheap in Phase 2 of heap sort. For each tree, only include the elements from index 0 to index right (since the other elements are no longer considered part of the tree). e) For the given array t, how many calls to fixheap were made in Phase 1? How many calls to fixheap were made in Phase 2? f) In general , give a formula for the total number of calls to fixheap in Phase 1, when heapsort is given an arbitrary array of size n. Justify…
The keys 24, 39, 31, 46, 48, 34, 19, 5, and 29 are inserted (in the order given) into an initially empty AVL tree. Show the AVL tree after each insertion.
In general, in an avl tree, worst case for finding (and inserting and deleting) data takes: (a) O(1) (b) O(n) (c) O(n log n) (d) O(n2) (e) O(log n)
Consider the following binary search tree (BST). root 15 42 20 34 72 2 10 18 25 31 39 59 86 17 19 32 After executing add(6), on this tree, consider the parent node of the node that contains 6. What is the value of this parent node? 30