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Download JNTU Kakinada B.Tech 1-1 2013 Nov R10 MATHEMATICS I Question Paper

Download JNTUK (Jawaharlal Nehru Technological University Kakinada) B.Tech Supplementary 2013 Oct-Nov R10 I Semester (1st Year 1st Sem) MATHEMATICS I Question Paper.

This post was last modified on 03 December 2019

JNTU Kakinada B-Tech 1-1 last 10 year question papers 2009 -2019 -All regulation- All branches- 1st Year 1st Sem


ANURAG GROUP OF INSTITUTIONS

(Autonomous)

III Year B.Tech I Semester Regular Examinations Nov/Dec 2023

DESIGN AND ANALYSIS OF ALGORITHMS

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(Computer Science and Engineering)

Time: 3 Hours Max. Marks: 70

Note: Answer all questions from Part A and Part B.

PART - A (10 x 2 = 20 Marks)

  1. Define Algorithm. Explain the characteristics of an algorithm.
  2. What are the various asymptotic notations used in algorithm analysis?
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  4. Write an algorithm for Binary Search.
  5. What is the use of divide and conquer strategy?
  6. Define Minimum Spanning Tree.
  7. What is the basic principle of the greedy approach?
  8. Define the single source shortest path problem.
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  10. What is dynamic programming? List out the properties of dynamic programming.
  11. Define Graph Coloring.
  12. What is the use of Backtracking?

PART - B (5 x 10 = 50 Marks)

Note: Answer any five questions.

  1. a) Explain about asymptotic notations with examples. (5M)

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    b) Explain Linear and Non-Linear data structures. (5M)

  2. Explain Merge Sort algorithm with an example and derive its time complexity. (10M)

  3. Explain Prim’s algorithm with an example. (10M)

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  4. Explain the Dijkstra’s algorithm with an example. (10M)

  5. What is 0/1 knapsack problem? Solve the following instance of the 0/1 knapsack problem using dynamic programming. (10M)

    n = 3, capacity = 5

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    Items: {(1, 6), (2, 10), (3, 12)}

  6. Explain the travelling salesperson problem with an example. (10M)

  7. What is n-Queen’s problem? Explain the algorithm to solve the n-Queen’s problem. (10M)

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  8. Write short notes on the following: (10M)

    a) NP-Hard (5M)

    b) NP-Complete (5M)

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