The following description to Binary Search Tree(BST), which is not correct?multiple choicea. The key value of each node in BST is unique☐ b. The value of root node is the Minimal in whole treec. The keys (if any) in the left subtree are larger than the key in the rootd. The keys (if any) in the right subtree are smaller than the key in the root☐e. BST is a binary treef. The keys (if any) in the children subtree are smaller than the key in the rootg. BST is a complete binary tree☐ h. The keys (if any) in the left subtree are smaller than the key in the rooti. The value of root node is the Maximal in whole treej. BST is a Treek. The keys (if any) in the right subtree are larger than the key in the root1. The keys (if any) in the left subtree are no larger than the key in the root□ m. The keys (if any) in the right subtree are no smaller than the key in the rootn. The value of root node is the average value for whole treeo. Empty is a BSTOp. BST maybe formed as a Skewed Binary Tree

SummaryA binary search tree is a node-based binary tree data structure with the following…

multiple choice a. The key value of each node in BST is unique b. The value of root node is the Minimal in whole tree c. The keys (if any) in the left subtree are larger than the key in the root d. The keys (if any) in the right subtree are smaller than the key in the root ☐e. BST is a binary tree

multiple choice a. The key value of each node in BST is unique b. The value of root node is the Minimal in whole tree c. The keys (if any) in the left subtree are larger than the key in the root d. The keys (if any) in the right subtree are smaller than the key in the root ☐e. BST is a binary tree

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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Question

The following description to Binary Search Tree(BST), which is not correct?
multiple choice
a. The key value of each node in BST is unique
☐ b. The value of root node is the Minimal in whole tree
c. The keys (if any) in the left subtree are larger than the key in the root
d. The keys (if any) in the right subtree are smaller than the key in the root
☐e. BST is a binary tree
f. The keys (if any) in the children subtree are smaller than the key in the root
g. BST is a complete binary tree
☐ h. The keys (if any) in the left subtree are smaller than the key in the root
i. The value of root node is the Maximal in whole tree
j. BST is a Tree
k. The keys (if any) in the right subtree are larger than the key in the root
1. The keys (if any) in the left subtree are no larger than the key in the root
□ m. The keys (if any) in the right subtree are no smaller than the key in the root
n. The value of root node is the average value for whole tree
o. Empty is a BST
Op. BST may
be formed as a Skewed Binary Tree

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