URGENT!!! QUESTION 10Given the following AVL tree:a) What is the node balance of the node with the value 45: [A]b) What is the node balance of the node with the value 55: [B]c) What is the node balance of the node with the value 50: [C]d) What is the node balance of the node with the value 10: [D]455510355065540607015253020 This function removes the smallest value from subtree with root value of v603080100205070104090110removeSmallest(60) would remove the node 10, and return trueremoveSmallest(80) would remove the node 70, and return trueremoveSmallest(90) would remove the node 90, and return true (no nodes are smaller than 90 in subtree with root 90)removeSmallest(55) would remove nothing and return false (55 not found)

As per policy only three subparts of one question can be answered once

QUESTION 10 Given the following AVL tree: a) What is the node balance of the node with the value 45: [A] b) What is the node balance of the node with the value 55: [B] c) What is the node balance of the node with the value 50: [C] d) What is the node balance of the node with the value 10: [D] 45 55 10 35 50 65 5 40 60 70 30 20

QUESTION 10 Given the following AVL tree: a) What is the node balance of the node with the value 45: [A] b) What is the node balance of the node with the value 55: [B] c) What is the node balance of the node with the value 50: [C] d) What is the node balance of the node with the value 10: [D] 45 55 10 35 50 65 5 40 60 70 30 20

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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Concept explainers

Binomial Heap

A binomial heap is a group of binomial trees. This data structure acts as a priority queue and implements the merge operation faster.

Question

URGENT!!!

This function removes the smallest value from subtree with root value of v
60
30
80
100
20
50
70
10
40
90
110
removeSmallest(60) would remove the node 10, and return true
removeSmallest(80) would remove the node 70, and return true
removeSmallest(90) would remove the node 90, and return true (no nodes are smaller than 90 in subtree with root 90)
removeSmallest(55) would remove nothing and return false (55 not found)

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