Bsc CSIT Semester 5 – Design and Analysis of Algorithms – Unit 8. NP Completeness
Comprehensive questions and detailed answers for Unit 8. NP Completeness. Perfect for exam preparation and concept clarity.
Explain in brief about the classes P, NP, and NP complete with examples.
Explain in brief about the complexity classes P, NP and NP Complete.
Write short notes on:
a. NP Hard Problems and NP Completeness
b. Problem Reduction
Define tractable and intractable problem. Illustrate vertex cover problem with an example.
Define NP-complete problems with examples. Give brief proof of the statement "SAT is NP-complete".
Write down Notes on:
- Aggregate Analysis
- Selection problems
State cooks theorem. Discuss about problem reducibility.
Write short notes on:
a) Big Oh, Big Omega, Big theta
b) Class P, Class NP, NP-Complete
Define class P and NP problem. Why do we need approximation algorithms? justify.
Sample Questions
Explain in brief about the complexity classes P, NP and NP Complete.
Write short notes on:\ a. NP Hard Problems and NP Completeness\ b. Problem Reduction
Define tractable and intractable problem. Illustrate vertex cover problem with an example.
Define NP-complete problems with examples. Give brief proof of the statement "SAT is NP-complete".
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