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If a graph has V vertices and E edges and it does not contain any odd length cycle, then what will be the time complexity of the algorithm to find whether the graph is bipartite or not? (a) 0(1²) (b) O(VE) (c) O(V+E) O(1) (d)

If a graph has V vertices and E edges and it does not contain any odd length cycle, then what will be the time complexity of the algorithm to find whether the graph is bipartite or not? (a) 0(1²) (b) O(VE) (c) O(V+E) O(1) (d)

Database System Concepts
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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I NEED ONLY CORRECT OPTION NO  NEED TO EXPLAIN IN DEPTH,PLEASE SOLVE ALL THE QUESTION, DON'T LEAVE ANY QUESTION AND IF YOU DON'T KNOW THE CORRECT ANSWER THEN PLEASE LEAVE IT OTHERWISE I WILL DOWNVOTE IT....

Consider the schedule R1(x), R2(x), W3(x), W1(x), R1(y), W1(y), W3(z), R2(z), W2(y), W2(z). Which of the following are correct.? a. Schedule is not recoverable, not cascadeless and not conflict serializable. b. Schedule is not recoverable, cascadeless and not conflict serializable. c. Schedule is recoverable, not cascadeless and not conflict serializable. d. Schedule is recoverable, cascadeless and conflict serializable.
Transcribed Image Text:Consider the schedule R1(x), R2(x), W3(x), W1(x), R1(y), W1(y), W3(z), R2(z), W2(y), W2(z). Which of the following are correct.? a. Schedule is not recoverable, not cascadeless and not conflict serializable. b. Schedule is not recoverable, cascadeless and not conflict serializable. c. Schedule is recoverable, not cascadeless and not conflict serializable. d. Schedule is recoverable, cascadeless and conflict serializable.
If a graph has V vertices and E edges and it does not contain any odd length cycle, then what will be the time complexity of the algorithm to find whether the graph is bipartite or not? (a) 0(1²) (b) O(VE) (c) O(V+E) (d) 0(1)
Transcribed Image Text:If a graph has V vertices and E edges and it does not contain any odd length cycle, then what will be the time complexity of the algorithm to find whether the graph is bipartite or not? (a) 0(1²) (b) O(VE) (c) O(V+E) (d) 0(1)
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