For the tree at the following, what additions will make the tree full? a tree... 1 3 To make a full tree, add a left child and right child to node 3, and a left and right child to the node 4 (call them 10 an a left and right child to each of the new nodes 10 and 11. O To make a full tree, add a left child and right child to node 3, and a left and right child to the node 4. 2 To make a full tree, add a left child and right child to node 3, a left and right child to the node 6, and add a left and ri to node 7. 6 O To make a full tree, add a left and right child to the node 4 (call them 10 and 11); add a left and right child to each of nodes 10 and 11. apricot 5 O To make a full tree, add a left child and right child to node 3. Question 7 01 07 How many comparisons is needed to search for pear in the following search tree? O 5 09 4 O 3 blueberry cherry peach mango pear papaya

For the tree at the following, what additions will make the tree full? a tree... 1 3 To make a full tree, add a left child and right child to node 3, and a left and right child to the node 4 (call them 10 an a left and right child to each of the new nodes 10 and 11. O To make a full tree, add a left child and right child to node 3, and a left and right child to the node 4. 2 To make a full tree, add a left child and right child to node 3, a left and right child to the node 6, and add a left and ri to node 7. 6 O To make a full tree, add a left and right child to the node 4 (call them 10 and 11); add a left and right child to each of nodes 10 and 11. apricot 5 O To make a full tree, add a left child and right child to node 3. Question 7 01 07 How many comparisons is needed to search for pear in the following search tree? O 5 09 4 O 3 blueberry cherry peach mango pear papaya

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Similar questions

Given this tree: pAis the root B D E F G H K) M) N P Which of the following are true (mark all that apply)? O His a leaf and a child of D. E is the child of A and parent of I and J O B is a leaf and child of A. Fhas three children K, L, and M.
Refer to the tree on the picture and answer the following questions 1. Aside from its children, list 2 other descendants of node C. Your answer must be values that are adjacent when the nodes are arranged alphabetically in ascending order. For example, the descendant nodes are: ABX Y. You cannot answer A X since you have skipped B and B Y since X has been skipped. * 2. What is the path from node A to node L? * 3. What is the length of the path from node C to node N? Note: answer with the number's symbol and not the word form of the number.* 4. List 2 nodes that are at level 2 of the tree. Your answer must be values that 1 point are adjacent when the nodes are arranged alphabetically in ascending order. For example, the nodes at a certain level are: A B X Y. You cannot answer A X since you have skipped B and B Y since X has been skipped. * 5. What is the height of the tree? Note: answer with the number's symbol and not the word form of the number.* 6. What is the height of node C? Note:…
Given the following tree: A D G M a. what is the root? T MEIE NACE WASH aman 165) SALOMO 24778 SERIE THE DE b. what are the leaves? c. what is the parent of D? d. what is/are the children of D?
51. Draw a BST that results when the letters of CORNFLAKES are inserted in the order given. Then, perform inorder, preorder and postorder traversals of the tree and show the sequence of letters that results in each case.
Which of the following is correct? a. A general tree can have a node with 3 children, but not a binary tree. O b. All of the other answers O c. A general tree can be in a form of linear, but not a binary tree. O d. A general tree can have more than 2 level, but not a binary tree.
7 Write an insertion algorithm for B+ tree and Construct a tree for thefollowing set of key values: 2, 3, 5, 7, 11, 17, 19, 23, 29, 31 Assumethat the tree is initially empty and values are added in ascending order.Let the number of points that will fit in one node to be 5.
s8
Find the Preorder, Postorder, Inorder, and Level order traversal of the tree. Assume going "up" is the left child and going "right" is the right child.
Consider the rooted tree shown below. Which of the following statements are true? a O h b e i с f d 9 The sub-tree rooted at the node "d" contains the nodes "d", "f" and "g". The parent of "b" is "e". The height of the tree is 2. The nodes "h", "i", "c", "f" and "g" are at the same level. The node "i" is a leaf node. The node "a" is an ancestor of the node "e". The depth of "b" is 2. The node "b" is a sibling of the node "d". The height of the tree is 3.