Please all solve the question Question 1Which of the following graph representations would be the most performant for a graph where:• Each vertex has at most three edges incident on itThe predominant operations used are: (1) inserting an edge, (2) removing an edge and (3) traversal, and these operations areused equally oftenAssume that the computers being used do not have memory constraints.(a) OAdjacency Matrix(b) OAdjacency List(c) OArray of EdgesQuestion 2Consider the components algorithm from the lectures that assigns vertices to connected components. What is the worst case timecomplexity of the algorithm, assuming that the graph uses the adjacency matrix representation?Note: In the time complexities below, V and E refer to the number of vertices and edges in the graph respectively.(a) O(b) OO(V^2)(c) OO(V^3)(d) OO(V + E)(e) OOVV + E))

Defined the given graph statements of correct graph representation

Question 1 Which of the following graph representations would be the most performant for a graph where: • Each vertex has at most three edges incident on it The predominant operations used are: (1) inserting an edge, (2) removing an edge and (3) traversal, and these operations are used equally often Assume that the computers being used do not have memory constraints. (a) O Adjacency Matrix Adiacency List

Question 1 Which of the following graph representations would be the most performant for a graph where: • Each vertex has at most three edges incident on it The predominant operations used are: (1) inserting an edge, (2) removing an edge and (3) traversal, and these operations are used equally often Assume that the computers being used do not have memory constraints. (a) O Adjacency Matrix Adiacency List

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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