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Here I am sharing the MCA question paper of University of Madras- Institute of Distance Education 1. (a) Explain the concept of sum of subset problem. Or (b) Write short notes on Hamiltonian cycles. 2. (a) Discuss on LC – Search. Or (b) Write short notes on Branch and Bound. 3. Explain merge sort. Write the algorithm and analyse it. 4. Explain Quick sort with example. 5. Write the algorithm to find the maximum and minimum values from a set of n elements. 6. Explain Kruskal’s minimum cost spanning tree algorithm. 7. Explain greedy strategy Knapsack problem. 8. Explain multistage graph with example. 9. Describe the 8 - queens problem. 10. Explain travelling sales person problem in Branch and Bound method. Rest of the Questions are attached in below file which is free of cost for you Address: Institute Of Distance Education University Of Madras, IDE Building, Chepauk Campus, Wallajah Road entrance, Adams St, Triplicane, Chennai, Tamil Nadu 600005 Ph: 044 2539 3453 Map: |
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University of Madras (Madras University) is a public state university and was incorporated on 5 September 1857 by an act of the Legislative Council of India. Here I am sharing the previous year MCA Question paper for University of Madras - Institute of Distance Education (UnoM IDE) PART A — (5 5 = 25 marks) Answer ALL questions. 1. (a) Write down the procedure for sort ‘n’ series of numbers using merge sort with an example. Or (b) Explain in brief about time complexity analysis using relevant examples. 2. (a) Discuss the procedure for optical storage on tapes. Or (b) How to solve Knapsack problem using greedy method? 3. (a) Write short notes on biconnected components. Or (b) Describe the method of depth first search traversal with an illustration. 4. (a) Write notes on method of backtracking. Or (b) Discuss about Hamiltonian cycle. 5. (a) Define Branch and Bound – Explain. Or (b) Write an algorithm to solve travelling salesperson problem. PART B — (5 10 = 50 marks) Answer any FIVE questions. 6. Write detailed notes on various asymptotic notations used in performance analysis. 7. Explain the procedure of binary search using divide and conquer method with an example. 8. How to solve minimum spanning tree problem? Illustrate. 9. Give an algorithm to solve single source shortest path problem. 10. Illustrate the method of solving O/I Knapsack problem using dynamic programming. 11. Write notes on various traversal techniques. 12. Describe 8 queens problem. 13. Explain the procedure for finding sum of subsets. Address: University of Madras चेपॉक, चेन्नई 600005 044 2539 9422 Map: Image: ![]()
__________________ Answered By StudyChaCha Member Last edited by Aakashd; August 1st, 2018 at 09:21 AM. |
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