GATE-CS-2017 (Set 1) - Chapter 45

This is a brief introduction to the GATE-CS-2017 (Set 1) question paper for Chapter 45.

Question Description

The GATE-CS-2017 (Set 1) question paper for Chapter 45 is related to the topic of NP-Completeness. The question paper requires the candidates to demonstrate their understanding of the concepts of NP and NP-Completeness, and be able to apply the theory to solve practical problems.

The question paper consists of two sections: Part A and Part B. In Part A, the candidates are required to answer 10 multiple choice questions, while in Part B, the candidates are required to answer 5 long answer questions.

Sample Question

Here's a sample question from the GATE-CS-2017 (Set 1) question paper for Chapter 45:

"Consider the following decision problem: Given a graph G=(V,E) and an integer k, decide whether there is a subset V′⊂V such that |V′|=k and the induced subgraph of G on the set V′ is a clique."

The question requires the candidates to demonstrate their understanding of how to prove an NP-Completeness problem.

Conclusion

In conclusion, the GATE-CS-2017 (Set 1) question paper for Chapter 45 is an important examination that assesses the candidate's proficiency in the field of NP-Completeness. To do well, the candidates need to have a clear understanding of the concepts, and the ability to apply them to practical problems.